ORIGINAL RESEARCH article

Front. Mar. Sci., 17 December 2025

Sec. Marine Fisheries, Aquaculture and Living Resources

Volume 12 - 2025 | https://doi.org/10.3389/fmars.2025.1703481

How fishing pressures and environmental changes can impact the mean size of fish resources: a case study of small pelagics in the Adriatic Sea

  • 1. National Research Council, Institute for Marine Biological Resources and Biotechnology, Ancona, Italy

  • 2. CoNISMa–National Interuniversity Consortium for Marine Sciences, Rome, Italy

  • 3. Department of Biological, Geological and Environmental Sciences, Alma Mater Studiorum - University of Bologna, Bologna, Italy

  • 4. Fano Marine Center, the Inter-Institute Center for Research on Marine Biodiversity, Resources and Biotechnologies, Fano, Italy

Abstract

Small pelagic fish, such as European anchovy (Engraulis encrasicolus) and sardine (Sardina pilchardus), play a key ecological and economic role in the Adriatic Sea. In recent decades, both species have shown a marked decline in mean body size, raising concerns about the combined impacts of fishing and environmental change. To investigate the main drivers behind this trend, we analyzed 20 years (2000–2021) of fishery-dependent data on weighted mean length (wML) derived from Length Frequency Distributions (LFDs) of catches landed in two major Adriatic fishing harbors, Chioggia and Ancona. Generalized Additive Models (GAMs) were applied to explore the relationships between wML, fishing effort and key environmental variables (chlorophyll-a, sea surface temperature, salinity, sea surface height and Po River discharge), incorporating both spatial (Harbor) and temporal dimensions (Time and Season). Our results indicated that anthropogenic pressures, particularly the interaction between fishing activity (Fleet) and long-term temporal dynamics (Time), were the dominant contributors to size reduction. This interaction reflects how long-term exploitation patterns have intensified over time despite nominal reductions in fleet size, suggesting cumulative fishing impacts and limited recovery capacity. Environmental variables contributed to explaining the observed patterns but to a lesser extent, suggesting species-specific and spatially structured responses. Overall, this study highlights that historical overexploitation remains the primary driver of body-size decline in the Adriatic small pelagic species. However, the possibly influence of the environmental variables in the dynamics of these species suggest the development of adaptive, ecosystem-based management strategies that integrate historical fishing pressure, current effort distribution and environmental variability to promote the recovery and resilience of these key fishery resources.

1 Introduction

Small pelagic fish, i.e., European anchovy (Engraulis encrasicolus, ANE) and European sardine (Sardina pilchardus, PIL), are considered the most important commercial species of the Mediterranean Sea (; ; ). They represent the main contributors of total landings within this basin (; ), accounting collectively for about 33% (222,610 tons) of fish captures in 2020-2021; of these, about 36% (81,930 tons) are caught in the Adriatic Sea ().

Beyond their economic value, small pelagic species play a pivotal ecological role (; ; ; ). As mid-trophic-level organisms, they transfer energy from lower to higher trophic levels, thereby exerting both bottom-up control on top predators and top-down regulation on zooplankton communities (; ; ; ; ). Because their trophic position tightly links them to primary production and plankton dynamics, small pelagic fish are particularly sensitive to fluctuations in oceanographic conditions that affect food availability and growth. Therefore, higher temperatures, increased stratification, or reduced freshwater input can limit nutrient supply and prey abundance while raising metabolic demands, ultimately leading to smaller body size (). Because of their short life span and strong sensitivity to environmental fluctuations, small pelagic species can exhibit size-related responses over very short timescales, making them valuable indicators of climate-induced environmental changes and fishing pressure ().

Climate change-driven environmental modifications have caused changes in ocean conditions, which have favored a decline in body size; this particularly occurs among short-lived species like anchovy and sardine (). In the Adriatic Sea, this trend is particularly pronounced. Regional hydroclimatic variability, influenced by broad-scale phenomena such as the North Atlantic Oscillation (NAO) and the Eastern Mediterranean Transient (EMT), has altered temperature, salinity, and oxygen concentrations over recent decades (), also impacting biological aspects of fish biology (i.e. recruitment, ).

Historically, productivity in the northern Adriatic Sea has been sustained by nutrient input from the Po River (). However, recent declines in precipitation () and the 1986 Italian regulation limiting phosphate use in detergent, along with broader nutrient load mitigation measures (Reg. 86/91/CEE), have resulted in decreased river discharge and an oligotrophication of coastal waters, diminishing primary production and changing small pelagic species distribution (). Additional stressors—such as the consequences of mismatch between spawning timing and plankton blooms—may have compounded recruitment failures and altered population structures ().

Climate-driven declines in productivity combined with management actions (e.g. Rec. GFCM/44/2021/20) aimed at preventing stock collapse, have triggered a severe crisis in the local fishing sector, resulting in a dramatic reduction in the number of active vessels (Supplementary Figure S1).

Understanding the complex interplay between climate variability, hydrological processes, and human pressures on marine ecosystems requires analytical approaches capable of capturing nonlinear and potentially interacting effects. Among the statistical tools increasingly adopted for investigating these dynamics are Generalized Additive Models (GAMs; Wood, 2017), which provide the flexibility needed for ecological data analysis. Their ability to model nonlinear relationships makes them particularly valuable in examining how environmental factors could influence species distribution, abundance, and life-history traits over time and space (Solanki et al., 2017).

In this study, GAM models have been used with the aim of investigating the potential causes of long-term (2000–2021) fluctuations in the mean length of Adriatic anchovy and sardine. The analysis focused on several influencing factors, including i) environmental variables such as primary production, water temperature and salinity, ii) changes in the food-web (e.g. productivity, structure) due to riverine inflow fluctuations and iii) fishing pressure, represented by the number of fishing vessels. Notably, our analysis also considered the temporal dimension that encompassed management measures (e.g., seasonal closures, economic downturns), ecological and socioeconomic changes over the past two decades. This approach aligned with the growing need to embed socio-ecological processes and contextual drivers within fisheries stock assessments. By examining the sensitivity of mean length to both fishing activity and environmental change, our study offers insights into the drivers of stock variability and supports the development of more informed and adaptive management strategies for anchovy and sardine in the Adriatic Sea.

2 Materials and methods

2.1 Study area

The study area included the northern and central Adriatic Sea (Figure 1), which is characterized by high productivity and strong spatio-temporal ecological variability that lead to rich pelagic communities (; ).The shallow northern sector, with an average depth of approximately 35 meters, is fed by numerous rivers, of which the Po River is the most significant, providing nutrient-rich freshwater that drives elevated coastal chlorophyll-a concentrations and periodic eutrophication events (; ; ).

Figure 1

Figure 1 shows the location of the ports of Chioggia and Ancona, which have historically been among Italy’s most important ports for small pelagic fisheries (). The samples used to develop this study came from commercial samples performed at these harbors, given their long-standing importance in the Adriatic pelagic fishery and the reliability of biological and fishery data collected through consistent sampling over time (). The individuals collected for this study originated from pelagic pair trawlers (locally known as “Volante”; PTM), which represent the main gear used to target pelagic species in the study area. These gears operate during daytime and use a minimum mesh size of 20 mm, in agreement with the Council Regulation (EC) No. 1967/2006.

To spatially delineate the fishing grounds, we used the PTM patterns described by , based on the Automatic Identification System (AIS) data that offer high-resolution spatial information on this gear. These operational ranges were validated by comparing them with GPS locations from fishing haul records associated with vessels landing in Ancona and Chioggia, collected through the EU Data Collection Framework (DCF; ). Given the natural mobility of small pelagic species, some degree of spatial mixing between adjacent fishing areas is ecologically plausible and consistent with our spatial framework. However, this potential overlap is expected to be limited and therefore represents a negligible source of bias. Moreover, economic constraints, such as fuel costs, discourage vessels from operating far from their home ports (), further supporting the spatial consistency between landing ports and fishing grounds.

2.2 Data

2.2.1 Dependent variable

We used the monthly weighted Mean Length (wML) by harbor and species as dependent variables in our analysis (Figure 2).

Figure 2

This information was derived from the Length Frequency Distributions (LFDs) collected between 2000 and 2021 by the Institute for Marine Biological Resources and Biotechnology (IRBIM) of the Italian National Research Council (CNR). The data collection was conducted under the framework of the Italian National program for Fisheries in 2000 and 2001, and the EU DCF (), which started in 2002 and is still ongoing. Samples were obtained from the commercial catch landed in the Ancona and Chioggia harbors; discard was not considered since it was negligible for these species (Tsagarakis et al., 2014).

In total, 122,213 anchovy and 66,908 sardine LFDs were collected in Chioggia, while about 148,148 anchovy and 54,675 sardine LFDs were collected in Ancona. Fish lengths were measured using 0.5 cm length classes. For each month, the wML was calculated as showed in Equation 1.

where Li is the length of class i, Ni is the number (or relative abundance) of individuals in class i, and k is the total number of length classes. This approach ensured temporal consistency in measuring mean fish size, which served as a proxy for shifts in population structure. Details about the sampling effort are shown in Supplementary Figure S2 for anchovy and Supplementary Figure S3 for sardine.

2.2.2 Covariates

2.2.2.1 Spatio-temporal dimensions

A spatial dimension (Harbor) was introduced to investigate potential quantitative differences between the ports of Ancona and Chioggia, specifically regarding fishing strategies (e.g. Chioggia fleet targets sardines as well as anchovies according to seasonal availability; whereas Ancona fleet mainly focuses on anchovies), market conditions (e.g. different market strategies), spatial distribution of the resources and environmental characteristics of the associated fishing grounds (Figure 1). In addition, a long-term temporal dimension (Time) was incorporated, defined by sequential numbers from 1 to 264 for each area, corresponding to monthly time steps from 2000 to 2021. This time variable acted as a proxy for broader, less easily quantifiable changes—such as management regulation shifts, economic fluctuations, and long-term environmental trends—that may have influenced ecosystem dynamics and fishing activity over the study period (). A short-term temporal dimension (Season), corresponding to the calendar seasons, was introduced to capture intra-annual fluctuations in wML, reflecting either species-specific biological rhythms or seasonal patterns driven by ecological cycles and fishing activity.

2.2.2.2 Environmental variables

Based on the literature review carried out by , we tested the cited environmental variables, namely temperature (°C, Temp), chlorophyll-a concentration (mg/m3, Chla), salinity (PSU, Sal) and sea surface height (cm, as proxy for depth, Ssh), that may influence small pelagic stocks in the Adriatic Sea. These variables were monthly retrieved from the uppermost layer data from the Copernicus Marine Environment Monitoring Service (). Since Copernicus products for the Mediterranean Sea are delivered at the basin scale, environmental data were subsequently cropped to match the fishing grounds associated with the ports of Ancona and Chioggia, as shown in Figure 1. Besides these, we added the Po River runoff (m3/s, Po), whose flow index was included due to its prominent role in shaping the ecological dynamics of the Adriatic Sea (). As the largest river in the basin, the Po accounts for roughly two-thirds of total freshwater discharge into the Adriatic (); its influence on the recruitment of small pelagic species is well documented (; ). Monthly average discharge values (m³/s) from the Pontelagoscuro station (Figure 1) were obtained via the Regional Open Data Portal (), provided by the Agenzia Regionale Prevenzione Ambiente Energia Emilia- Romagna (ARPAE-ER).

2.2.2.3 Fishing effort

Fishing effort was measured as the number of active vessels (Fleet) in a given period of time, as described by . Data were collected by local fishing cooperatives. For Ancona, data were provided on a monthly scale, whereas for Chioggia only annual data are available. Since no monthly data exist for Chioggia, the annual number of active vessels was assigned to each month of the corresponding year, assuming that fleet size remained constant throughout the year.

2.3 Statistical analysis

To assess spatial variability in environmental conditions between Ancona and Chioggia, independent-sample t-tests were conducted. Variables showing significant differences (p< 0.05) were flagged for inclusion with spatial discrimination in the GAMs. In addition, general temporal trends of each environmental variable were visually inspected by plotting the data with fitted local regressions, providing an overview of long-term changes over the study period. This exploratory analysis was conducted to better understand the temporal behavior of environmental covariates and to facilitate the interpretation of the GAM results. Finally, we evaluated correlation among the selected variables using Kendall’s tau correlation test, considering collinearity above 0.49 as significant (Wicklin, 2023).

To better understand how far in advance a combination of environmental and anthropogenic covariates influenced the monthly wML of anchovy and sardine, we developed a series of GAMs applying time lags from 0 to 12 months, in step of one month, following the approach described by . This range was chosen to encompass the annual life cycle of anchovy and sardine, as their growth and recruitment can be influenced by environmental conditions over several months. Environmental and Fleet data were lagged by directly shifting the monthly time series; for instance, in the case of a one-month lag, the covariate corresponded to the value observed in the month immediately preceding the size data.

We used the mgcv package (Wood, 2017) developed for the R environment, to build GAM models fitted under a Gaussian distribution with an identity link, which is appropriate for modeling the continuous response variable (wML). The general model structure was specified as showed in Equation 2:

where Xj represents the set of candidate environmental variables with smoothing terms specified using up to 13 basis functions (i.e., k = 13) to allow sufficiently flexible modeling. To account for potential dependencies between predictors, a partial tensor-product smooth (ti) was introduced to model their interaction. This interaction term was applied only to positively correlated variable pairs (based on Kendall’s test). In addition, spatial discrimination was retained for fishing effort and for environmental variables that showed significant spatial differences, i.e. p-value< 0.05, based on prior t-tests, and it was also included in the interaction term when at least one of the variables exhibited such spatial discrimination. This allowed the model to account for fishing ground-specific dynamics in both fishing activity and environmental conditions. All models were fitted using Restricted Maximum Likelihood (REML) estimation, which provides more stable and less biased estimates of smoothing parameters compared to maximum likelihood.

We performed model selection using a two-step approach based on training and test data. First, the dataset was randomly split into a training set (70% of the data) and a test set (30%), following the procedure described by . The training set was used both for variable selection and for model fitting, while the test set was reserved for independent model validation. For each lag scenario, we applied a forward stepwise selection procedure using the FWDselect R package (Sestelo et al., 2016), with GAMs fitted via the qgam interface. Variable selection was guided by Akaike’s Information Criterion (AIC; ), retaining the combination of predictors that minimized AIC as the best-fitting model for each lag. This automated procedure (qselection) inherently retains only predictors with statistically significant explanatory power, ensuring that the environmental variables included in the final GAMs contribute meaningfully to model performance. The resulting models—optimized separately for each lag—were then applied to the test set. Predictive performance was evaluated by computing the Root Mean Squared Error (RMSE) between observed and predicted values, as shown in Equation 3.

Where yi are the predicted values, yi are the observed test values and n is the number of observations.

The model yielding the lowest RMSE was selected as the best overall model, as it best captured the relationship between the response variable (wML) and the selected covariates. Finally, the contribution of each covariate in the final best models was quantified using the gam.hp R package (), which decomposes explained deviance to assess the relative importance of individual predictors. This approach provided insights into the dominant environmental drivers influencing size structure over time.

3 Results

3.1 Environmental variables assessment

Supplementary Figure S4 shows the temporal trends of the environmental variables retained in the analysis. The variables were generally stable (p-value< 0.05), except for the Chl-a in Chioggia, which showed an increasing trend, and the Sal in Ancona, which decreased throughout the time series. Independent-sample t-tests indicated significant spatial differences (p< 0.05) for Chla and Sal between Ancona and Chioggia, supporting the inclusion of spatially stratified smoothers for these variables (Supplementary Figure S5).

3.2 Influence of covariates on wML

Supplementary Table S1 reports all candidate models generated during the variable selection procedure. From these, Table 1 presents the best models for each lag ranked by RMSE. A detailed summary of model parameters, including estimated degrees of freedom (edf), deviance explained and p-values for each smooth term, is provided in Table 2. For ANE, the best-performing model was obtained with a 1-month lag, while for PIL, the optimal model corresponded to a 12-month lag. Notably, Time and Fleet are recurrent across the top-performing models for both species, underscoring their dominant explanatory role. A strong correlation was observed between these two factors (Supplementary Figure S6), and their interaction was therefore visualized through the partial tensor-product smooth. No major diagnostic anomalies were observed and the Kolmogorov–Smirnov (KS) residual normality tests further supported the adequacy of the fitted models (Supplementary Figures S7, S8). In addition, the comparison between observed and predicted values on the independent test dataset (Supplementary Figure S9) confirmed that the models achieved consistent predictive performance, providing a reliable assessment of their predictive skill.

Table 1

SpeciesLagFormulaDev. expl (%)RMSE
ANE0wML ~ s(Time, k = 13) + Harbor + s(Fleet, by = Harbor, k = 13) + s(Ssh, k = 13) + s(Temp, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))48.250.644
1wML ~ s(Time, k = 13) + Harbor + s(Po, k = 13)+ s(Fleet, by = Harbor, k = 13) + s(Chla, by = Harbor, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))47.670.615
2wML ~ s(Time, k = 13) + Harbor + s(Po, k = 13) + s(Fleet, by = Harbor, k = 13) + s(Temp, k = 13) + s(Ssh, k = 13) + s(Sal, by = Harbor, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))48.730.633
3wML ~ s(Time, k = 13) + Harbor + s(Fleet, by = Harbor, k = 13) + s(Chla, by = Harbor, k = 13) + s(Temp, k = 13) + s(Ssh, k = 13) + ti(Time, Fleet, by = Harbor, k = 13 c(13,13))47.120.647
4wML ~ s(Time, k = 13) + s(Fleet, by = Harbor, k = 13) + s(Ssh, k = 13) + Harbor + s(Temp, k = 13) + s(Sal, by = Harbor, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))48.400.701
5wML ~ s(Time, k = 13) + s(Fleet, by = Harbor, k = 13) + Harbor + s(Sal, by = Harbor, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))47.150.635
6wML ~ s(Time, k = 13) + s(Fleet, by = Harbor, k = 13) + s(Sal, by = Harbor, k = 13) + Harbor + Season + ti(Time, Fleet, by = Harbor, k = c(13,13))47.790.657
7wML ~ s(Time, k = 13) + s(Fleet, by = Harbor, k = 13) + Harbor + Season + s(Ssh, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))46.720.669
8wML ~ s(Time, k = 13) + s(Fleet, by = Harbor, k = 13) + s(Chla, by = Harbor, k = 13) + Harbor + Season + s(Po, k = 13) + s(Ssh, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))47.060.693
9wML ~ s(Time, k = 13) + s(Fleet, by = Harbor, k = 13) + s(Chla, by = Harbor, k = 13) + s(Temp, k = 13) + Harbor + s(Po, k = 13) + Season + ti(Time, Fleet, by = Harbor, k = c(13,13))46.590.625
10wML ~ s(Time, k = 13) + s(Fleet, by = Harbor, k = 13) + s(Ssh, k = 13) + Harbor + s(Chla, by = Harbor, k = 13) + s(Temp, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))47.300.634
11wML ~ s(Time, k = 13) + Harbor + s(Po, k = 13) + s(Fleet, by = Harbor, k = 13) + s(Temp, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))47.700.626
12wML ~ s(Time, k = 13) + s(Chla, by = Harbor, k = 13) + Harbor + s(Fleet, by = Harbor, k = 13) + s(Temp, k = 13) + s(Ssh, k = 13) + s(Sal, by = Harbor, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))48.280.635
PIL0wML ~ s(Time, k = 13) + s(Temp, k = 13) + s(Fleet, by = Harbor, k = 13) + Season + s(Po, k = 13) + s(Sal, by = Harbor, k = 13) + s(Chla, by = Harbor, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))79.240.755
1wML ~ s(Time, k = 13) + Season + s(Fleet, by = Harbor, k = 13) + s(Po, k = 13) + s(Chla, by = Harbor, k = 13) + Harbor + ti(Time, Fleet, by = Harbor, k = c(13,13))75.960.775
2wML ~ s(Time, k = 13) + Season + s(Fleet, by = Harbor, k = 13) + s(Po, k = 13) + s(Sal, by = Harbor, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))74.640.848
3wML ~ s(Time, k = 13) + Season + s(Fleet, by = Harbor, k = 13) + s(Chla, by = Harbor, k = 13) + s(Sal, by = Harbor, k = 13) + s(Po, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))76.710.783
4wML ~ s(Time, k = 13) + Season + s(Fleet, by = Harbor, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))74.800.773
5wML ~ s(Time, k = 13) + s(Temp, k = 13) + s(Fleet, by = Harbor, k = 13) + Season + s(Sal, by = Harbor, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))77.650.739
6wML ~ s(Time, k = 13) + s(Temp, k = 13) + s(Fleet, by = Harbor, k = 13) + s(Po, k = 13) + s(Sal, by = Harbor, k = 13) + s(Chla, by = Harbor, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))77.460.765
7wML ~ s(Time, k = 13) + Season + s(Fleet, by = Harbor, k = 13) + s(Po, k = 13) + s(Chla, by = Harbor, k = 13) + s(Temp, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))76.610.737
8wML ~ s(Time, k = 13) + Season + s(Temp, k = 13) + s(Fleet, by = Harbor, k = 13) + s(Chla, by = Harbor, k = 13) + Harbor + s(Sal, by = Harbor, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))75.250.750
9wML ~ s(Time, k = 13) + s(Fleet, by = Harbor, k = 13) + s(Sal, by = Harbor, k = 13) + s(Temp, k = 13) + Season + s(Chla, by = Harbor, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))76.680.732
10wML ~ s(Time, k = 13) + Season + s(Fleet, by = Harbor, k = 13) + s(Temp, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))76.240.733
11wML ~ s(Time, k = 13) + s(Temp, k = 13) + s(Fleet, by = Harbor, k = 13) + Season + ti(Time, Fleet, by = Harbor, k = c(13,13))76.020.766
12wML ~ s(Time, k = 13) + s(Temp, k = 13) + Season + Harbor + s(Fleet, by = Harbor, k = 13) + ti(Time, Fleet, by = Harbor, k = c(13,13))77.420.705

Best GAM models selected through variable selection for each environmental lag (0–12 months) and species, anchovy (ANE) and sardine (PIL).

Each row reports the formulas, explained deviance and RMSE. For each species, the model with the lowest RMSE across all lags is highlighted in bold and considered the selected model.

Table 2

SpeciesTermHarboredfDev expl. (%)p-value
ANETime4.13928.80.000
FleetAncona1.00019.50.003
Chioggia1.0000.368
Time x FleetAncona2.24238.30.07
Chioggia1.0010.44
ChlaAncona2.8325.20.599
Chioggia1.0000.241
Harbor4.0
Po3.7634.20.102
PILTime5.44334.00.000
Temp5.2425.50.000
FleetAncona1.00020.10.998
Chioggia2.2790.360
Time x FleetAncona1.00137.50.553
Chioggia6.4540.051
Season2.7
Harbor0.3

Estimated degrees of freedom (edf), percentage of deviance explained [Dev expl. (%)] and p-values for each smooth term in the selected GAM models for anchovy (ANE) and sardine (PIL).

3.2.1 Anchovy

The best-fitting GAM for anchovy, incorporating a one-month environmental lag, was based on Equation 4 model structure:

The model explained 47.7% of the total deviance, with an adjusted R² of 0.451. The estimated REML was 363.97 and the residual variance (0.353) indicated a satisfactory model fit.

Hierarchical partitioning analysis is shown in Figure 3 and revealed that the interaction between Time and Fleet explained the largest portion of the deviance, highlighting the synergistic influence of temporal dynamics and spatially differentiated fishing activity on anchovy size structure. Time underscoring the dominant role of long-term temporal dynamics. These likely encapsulate a wide range of unmeasured processes, including cumulative fishing impacts, regulatory changes, and ecosystem shifts. Fleet, with spatial discrimination by Harbor was significant in Ancona but not in Chioggia, indicating a stronger linkage between fishing effort and body size in the central Adriatic. Po River discharge smoothness was not statistically significant (p = 0.10), the partial effect showed a decline in predicted wML at higher discharge levels, suggesting that high freshwater input may reduce growth conditions, potentially through increased turbidity. Chlorophyll-a was modeled with port-specific smoothers, but neither terms were not statistically significant. Nevertheless, their retention reflected their ecological relevance and their additive contribution to overall model performance. The effect of Harbor revealed a significant negative coefficient for Chioggia (estimate = –0.412, p = 0.0049), indicating that, after accounting for covariates, anchovy landed in Chioggia were, on average, significantly smaller than those in Ancona. This result supported the presence of persistent spatial differences in size structure, possibly linked to localized environmental conditions, fishing histories, or spatial targeting practices.

Figure 3

These patterns were clearly illustrated in Figure 4, which displayed the partial effect plots of each model component. The interaction between Time and Fleet (Figure 4, top panels) revealed marked spatiotemporal contrasts between harbors. In Ancona, the interaction surface showed stronger temporal gradients, with higher predicted wML during recent years at low fleet levels, suggesting that reduced fishing intensity may have buffered size declines over time. In contrast, Chioggia exhibited a flatter response surface, indicating weaker coupling between temporal trends and fishing activity, possibly reflecting lower temporal variability in fleet composition or effort distribution. Time smoother (Figure 4 middle-left panel) showed a non-linear decline in wML from 2000 to the mid-2010s, followed by a modest upward shift in the final years. Po river discharge smoother (Figure 4 middle-right panel) showed a decline in wML at discharge rates exceeding 1500 m³/s, a pattern that may reflect less favorable conditions under high freshwater input. The Fleet smoother (Figure 4 middle panels) revealed a positive association in Ancona, where higher fleet values corresponded to larger mean lengths; a similar trend was depicted for Chioggia harbor. The smoothers for Chl-a (Figure 4, bottom panels) showed a weakly increasing trend for both harbors, slightly more pronounced for Chioggia port, while with higher uncertainty for Ancona, suggesting that growth conditions may vary across the productivity spectrum.

Figure 4

3.2.2 Sardine

The best-fitting GAM for sardine, incorporating a 12-month environmental lag, was specified in the Equation 5:

This model explained 77.4% of the total deviance, with an adjusted R² of 0.758, suggesting a strong fit to the data. The REML criterion was 412.45, and the estimated residual variance (0.440) confirmed an overall satisfactory model structure.

According to the hierarchical partitioning analysis (Figure 5), interaction Time x Fleet explained the largest share of the total deviance. Nevertheless, Time effect alone accounted for a comparable proportion of the explained deviance, pointing to strong long-term dynamics, possibly reflecting systemic pressures such as continuous exploitation, recruitment shifts, or decadal environmental variability. Temperature was also a statistically significant term (p< 0.001), and its partial effect suggested the presence of an optimal thermal range for sardine growth.

Figure 5

Fleet activity did not show a significant effect on sardine size in either port. (Chioggia, p = 0.36; Ancona, p ≈ 1.00). This suggests that temporal fluctuations in fleet size or activity over the preceding year (lag 12) had limited influence on sardine size structure across both areas. When the interaction with Time was considered, a clearer spatial contrast emerged. The temporal–effort interaction was non-significant in Ancona (p = 0.55), indicating that changes in fleet activity over time did not notably affect sardine size there. In contrast, the interaction approached significance in Chioggia (p = 0.05), suggesting that the effect of fleet dynamics on sardine size varied through time in the northern Adriatic Sea. This pattern may reflect temporal shifts in fishing intensity or selectivity, possibly linked to local fleet behavior, resource availability, or spatial overlap between sardine aggregations and fishing grounds.

Season and Harbor both contributed to explaining variation in sardine wML, though with different levels of significance. Seasonal effects were particularly evident: sardines were significantly larger in spring (estimate = 0.26, p = 0.01) and summer (estimate = 0.51, p< 0.01) compared to winter (estimate = - 0.34, p< 0.04), where smaller wML were observed. However, this seasonal pattern is not reflecting a true biological signal. Instead, it is more plausibly driven by fishery-dependent biases: during summer, fishers have greater opportunities to target larger individuals offshore, whereas in winter adverse weather conditions often restrict fishing activity to coastal areas, where smaller, spawning fish are more accessible. On the other hand, differences between harbors were less pronounced. Sardines from Chioggia tended to be smaller on average than those from Ancona (estimate = −0.24, p = 0.09), although the effect was only marginally significant. This suggests another potential bias arising from differences in market strategies, that lead to a different representation of size classes during sampling campaigns (Supplementary Figure S3).

Figure 6 visually summarized the partial effects of the covariates included in the final sardine model. The interaction between Time and Fleet (Figure 6, top panels) revealed distinct temporal and spatial dynamics in the relationship between fishing activity and sardine size. In Ancona, the interaction surface appears relatively flat and symmetrical, indicating a weak or negligible joint effect between Time and Fleet. This aligns with the statistical results showing a non-significant interaction (p = 0.55), suggesting that temporal changes in fleet activity have had little influence on sardine size in this area over the study period. In Chioggia, by contrast, the surface displays more pronounced undulations and localized gradients, with alternating zones of positive and negative partial effects. This pattern points to a more complex temporal modulation of the Fleet effect, consistent with the near-significant interaction (p ≈ 0.05). It suggests that in the northern Adriatic Sea, variations in fleet dynamics through time may have intermittently influenced sardine size—perhaps reflecting shifts in fishing intensity, target composition, or spatial overlap with sardine aggregations during specific periods. Time smoother (Figure 6). middle-left panel) showed a gradual decline in wML between 2004 and 2016, followed by a moderate upward shift in the final years. This trajectory aligned with patterns often associated with sustained external pressures followed by periods of stabilization. The effect of Temp (Figure 6 middle-right panel) followed a sigmoid shape, with wML increasing up to approximately 13.5°C, plateauing at 20°C and decreasing above this limit, suggesting the presence of a thermal window beyond which growth conditions may become less favorable. The Fleet smoother (Figure 6 bottom panels) indicated port-specific differences: i) in Chioggia, sardine size appeared to decline at a certain number of fishing vessels, coinciding with the rise in landings in Chioggia (Supplementary Figure S1). Conversely, the largest sardine sizes were observed at the beginning of the time series, when a high number of fishing vessels operated in this harbor exerting a fishing activity that has not yet had a notable impact on this species, ii) in Ancona no consistent trend is observed.

Figure 6

4 Discussion

Currently, the reduction small pelagic fish size is a major concern for fishers in the Adriatic Sea and can also have relevant implication for the entire basin ecosystem. In this study, long-term fishery-dependent data covering 22 years has been used to investigate changes in the mean length of anchovy and sardine living in this basin in relation to a suite of environmental and anthropogenic drivers. Although fishery-dependent data have known limitations, such as lack of standardization, dependence on fleet behavior (e.g., changes in fishing gear, technology, grounds, and effort) and sensitivity to market dynamics (; ), they have proven valuable in tracking changes in marine populations (; Tzanatos et al., 2014; ).

4.1 Long-term effects of unmanaged fishing pressure

The temporal smoother (Time) in our GAMs encompassed phenomena that were not quantified, and its strong statistical signal suggested that persistent processes acting over time have had a major influence on the size structure of small pelagic fish in the Adriatic Sea. Therefore, its inclusion may more effectively capture dynamic ecosystem and fishery processes or account for non-stationary catchability and shifting effort allocation over time—particularly when other covariates (i.e. environmental variables) fall short (). One of the most plausible interpretations is that this effect reflects the cumulative impact of unmanaged or poorly regulated fishing pressure over the past decades. In the Adriatic Sea, fisheries policy historically lacked coordinated spatial and temporal measures, and enforcement has been limited (; ). Until recent years, effort controls were almost absent, and capacity reductions were not always accompanied by limits on fishing efficiency (). As a result, fishing practices have intensified, favoring short-term gains over sustainability. This pattern is strongly suggestive of legacy effects from decades of largely unmanaged fishing pressure. In the Adriatic Sea, regulatory mechanisms for small pelagics have historically lagged ecological signals. Weak enforcement and the absence of total allowable catch (TAC) systems in the Mediterranean Sea (; ) until recent years, allowed for chronic overexploitation, particularly during the 1980s and 1990s when fleet modernization and size-selective harvesting intensified. Several studies (; ; ; Tsikliras et al., 2015) highlighted the persistent targeting of large individuals during peak spawning, contributing to demographic truncation and potential shifts in life-history traits in small pelagic populations.

This phenomenon is further exacerbated by technological creep—enhancements in engine power, sonar and GPS-based navigation—that effectively increase fishing capacity without expanding the nominal fleet size (; ). These changes, which are under-represented in traditional effort statistics, align with what described as “creeping capacity”—a silent driver of stock erosion. The rising trend in effective fishing power, despite stagnating or declining vessel numbers, supports the notion that fishing intensity has remained high or even increased.

Such effects mirror those observed in other regions. In the North Sea, demonstrated that size declines in cod were linked to prolonged overfishing. Similarly, Van Beveren et al. (2014) linked long-term shifts in body size and life history to fishery-induced evolution in Peruvian anchoveta. Our findings contributed to this literature flow, suggesting that the Adriatic may represent another case in which insufficient management response has led to enduring demographic and phenotypic shifts.

From a management standpoint, the implication is clear: historical overfishing may have altered the baseline state of these populations, reducing their responsiveness to future management interventions. This adds urgency to calls for adaptive, ecosystem-based management frameworks that consider historical legacies alongside current exploitation rates (; Trenkel, 2018; ).

4.2 Fishing pressure and its impact on size structure

Our GAM results revealed spatially heterogeneous relationships between Fleet size and wML, along with species-specific responses to fishing pressure. For anchovy, we observed a positive association: the relationships were moderately increasing for both harbors (Figure 4, middle panels). While this trend may initially appear counterintuitive, a better look on the interaction between Fleet and Time (Figure 4, top panels) it reflects underlying historical dynamics. In earlier decades, both fleet size and wML were higher, whereas recent years are characterized by fewer vessels but smaller individuals, suggesting that technological improvements and spatial expansion of fishing activities have compensated for the numerical decline in fleet size (Supplementary Figure S1).

For sardine, the relationship between wML and fleet size differed between the two harbors and appeared more complex (Figure 6, middle panels). In Ancona, the trend was nearly flat, with a slight negative slope, suggesting a weak effect of this covariate on the dependent variable. In contrast, the pattern in Chioggia followed a U-shaped curve, with a local minimum at intermediate fleet sizes (around 17 vessels). These differing responses likely reflect context-dependent effects of fishing pressure. In Ancona, sardines are not a target species, which may explain the lack of a statistically significant trend. Conversely, in Chioggia, where fishers show higher commercial interest for this species, fishing pressure may be shaped by interactions with environmental conditions or fleet dynamics, such as vessel aggregation near spawning grounds (; ). It is also important to note that the number of vessels in Chioggia was reported on an annual basis, under the assumption of constant activity throughout the year. Furthermore, fleet sizes exceeding 17 vessels only occurred during the first nine years of the time series. This limited variability, combined with the low representation of high fleet sizes, likely constrained the model’s ability to detect a robust relationship between wML and this proxy for fishing effort.

Despite these differences, the biological interpretation remains consistent with ecological theory. In exploited fish populations, size structure often reflects the balance between somatic growth and size-selective mortality imposed by fishing (Swain et al., 2007). Larger individuals are more vulnerable to capture because they are more visible to fishing gears, occupy shallower or more accessible habitats, and are preferentially retained due to market demand and gear selectivity (; ). Consequently, sustained fishing pressure typically leads to size truncation under sustained fishing (; ). Anchovy, due to its short lifespan and rapid growth, is particularly sensitive to such pressure (), whereas sardine, with a longer life cycle and different spatial dynamics, exhibits more complex responses (; ). Historical CPUE and VPA analyses have confirmed that declines in size are linked to persistent fishing intensity, particularly in high-effort areas (; ). Management measures—including effort reductions and seasonal closures (e.g. Rec. GFCM/37/2013/1, Rec. GFCM/44/2021/20) —have led to a sharp decline in the number of active vessels (Supplementary Figure S1). This reduction may have helped to lower the fishing pressure on the anchovy stock. This is supported by the most recent stock assessments of both species, which showed a slight recovery of Spawning Stock Biomass (SSB) and a decreasing trend of fishing mortality, which was closed to the reference value for this species (). Notwithstanding this sign of improvements, size-at-age and overall mean sizes of the stock have still declined or have not fully recovered, likely due to slower growth, truncated age structures, and recruitment failures (Van Beveren et al., 2014; ). In contrast, sardine stock remains under notable fishing pressure, particularly following an increase in Croatian landings over the past two decades (). Furthermore, the use of highly selective traditional gear such as the purse seine (Lampara)—more size-selective than the pelagic trawler (Volante)—intensifies exploitation on larger individuals (). This may be reinforcing selection for early maturation and smaller adult size, as documented in other intensively exploited systems (Sharpe and Hendry, 2009; ; ; ).

In this study, we used the number of active vessels targeting small pelagic fish as a proxy for fishing pressure. While this metric is consistently available across years, it does not fully capture the true intensity of exploitation, particularly considering technological improvements and changes in fleet composition over time. For example, although the number of vessels has decreased—especially in the Italian fleet—the modern fleet is more efficient, with higher engine power, more effective gear types, and broader spatial reach (Villasante and Sumaila, 2010). This suggests that modern fleets, despite being smaller in number, may exert equivalent or greater selective pressure due to technological advancements and broader spatial coverage. The apparent paradox of fewer vessels but smaller fish thus reflects a shift toward more efficient fishing practices. This pattern underscores the importance of considering both technological change and spatial effort distribution when interpreting exploitation indicators.

To more accurately represent fishing pressure in ecosystem-based analyses, we recommend using higher-level indicators—such as standardized CPUE, effort in kilowatt-days, or fishing mortality (F) from stock assessments—as proposed by . These metrics better capture fleet efficiency, spatial patterns of effort, and technological improvements over time, particularly in areas with vulnerable spawning aggregations.

4.3 Environmental drivers

Aside from anthropogenic pressures, which emerged as the dominant driver of growth decline in Adriatic small pelagic species, our findings reveal a complex, lagged, and species-specific influence of environmental variability on somatic growth. Although the exact life-history phases affected remain uncertain, wML likely reflects the average age structure of these short-lived populations (maximum lifespan ~2 years). Within such a narrow age window, the incorporation of environmental lags provides a proxy to link covariate effects to specific life-cycle phases (e.g., recruitment, juvenile growth, or early adult stage), thereby clarifying how environmental forcing may differentially affect anchovy and sardine.

4.3.1 Anchovy

The combination of Po River discharge and chlorophyll-a at 1-month lag likely reflects the immediate influence of environmental variability, possibly affecting anchovy size throughout the life span of this species. In the Adriatic Sea, anchovy spawning generally occurs from late spring through summer, but recruitment becomes ecologically critical in early autumn, when juveniles must locate sufficient food and suitable environmental conditions to support growth and survival (). reported a significant positive effect of Po River discharge on anchovy recruitment. However, suggested that elevated freshwater input could trigger advection processes, transporting larvae and eggs offshore into less nutrient rich environments characterized by different phytoplankton communities ().

Water transparency also plays a key role in anchovy foraging efficiency by enhancing prey visibility (). High chlorophyll concentrations, particularly when associated with riverine input, can increase turbidity and hinder visual predation (). Anchovies possess a flexible feeding strategy, alternating between filter-feeding and active biting depending on prey size and density (; Zorica et al., 2021). However, this plasticity also makes them more sensitive to turbidity, which directly affects their visual hunting capacity. Anchovies tend to avoid nutrient-rich freshwater plumes (), and their abundance has been shown to increase in areas farther from turbid estuarine zones (). For instance, observed that adult anchovies forage more frequently in offshore waters, where prey availability may be lower, but water clarity is greater, improving detection of prey.

Nonetheless, some studies suggested that anchovy juveniles may occasionally utilize moderately turbid coastal areas as temporary refuge habitats. and noted this behavior, while Tugores et al. (2011) and proposed that intermediate levels of chlorophyll and turbidity may benefit early-stage survival by providing food and partial protection from predators.

Our model results are consistent with this interpretation. We found that chlorophyll-a and Po River discharge positively influence anchovy size structure—but only within specific thresholds. In particular, predicted size increased when chlorophyll-a remained below 0.2 mg/m³ and Po discharge below 4000 m³/s (Figure 4). These conditions typically occur in areas farther from the river mouth, such as Ancona, where chlorophyll concentrations rarely exceeded 0.4 mg/m³ (Supplementary Figure S5, panel C). Beyond this threshold, the model produced increasingly wide confidence intervals, reflecting a lack of data support and greater uncertainty for higher chlorophyll values in this area. Conversely, in Chioggia, where chlorophyll-a values reached up to 0.81 mg/m³, the model showed a more regular, upward trend in predicted size.

Importantly, our findings also indicated that this environmental combination operates at a 1-month lag, which may be explained by the income breeding strategy of anchovy. This reproductive strategy relies on recently acquired energy rather than stored reserves (Schismenou et al., 2024), making anchovy particularly sensitive to short-term changes in food availability and water quality during and just after the spawning season. As such, episodic autumnal events—such as floods and heavy rainfall, increasingly frequent in the northern Adriatic in recent years ()—may have immediate and direct effects on recruitment success by altering prey accessibility and habitat quality during this critical developmental window.

4.3.2 Sardine

In our model, temperature was selected showing a sigmoidal response that indicates the existence of an optimal thermal window (Figure 6, middle-right panel). This supports earlier observations by , who reported a phenological shift in sardine populations: while the timing of spawning has remained stable, the period of peak condition has moved from autumn to early summer, likely in response to shifting seasonal prey dynamics. This may also explain why predicted wML in our model plateaued when sea surface temperatures exceeded 20°C. Although elevated temperatures enhance metabolic rates, food limitation or misalignment with prey peaks may constrain somatic growth (, ; Van Beveren et al., 2016; ; ).

Notably, the selection of both environmental variables at a 12-month lag aligns well with the sardine’s capital breeding strategy. Unlike anchovies, sardines spawn during the winter months—when food availability is lowest—and rely on energy reserves accumulated during the previous productive season (; ; ). This strategy renders them highly dependent on conditions experienced in the spring and summer of the preceding year. Supporting this, Schismenou et al. (2024) found that sardines in the North Aegean Sea exhibited peak condition in summer–early autumn, with significantly reduced energy and lipid content during the reproductive season. Furthermore, while higher autumn and winter temperatures may favor metabolism, they may also disrupt the delicate energy balance required for successful reproduction if prey availability is low or poorly timed. In recent years, sea temperatures during autumn and winter in the Adriatic have remained relatively high (), which may interfere with the effectiveness of capital breeding (Varpe et al., 2009; ).

In addition to the sigmoidal temperature response, our length data revealed a marked seasonal component that offers further insight into the thermal sensitivity of sardine growth. Analyses on length data (unpublished) showed that the highest variance in wML occurs during winter months, coinciding with the spawning period and the presence of multiple cohorts in the population. Conversely, in summer, variance reaches its minimum, as the population becomes dominated by larger individuals. This seasonal stabilization likely results from the growth of age-0 sardines and, at the same time, from thermal constraints on somatic growth as summer sea surface temperatures in the Adriatic Sea often exceed 26 °C, well above the optimal range indicated by our model.

Experimental and field evidence supports this interpretation. Schismenou et al. (2016) identified an optimal growth temperature for juvenile sardines around 24 °C, beyond which growth declines, while Thoral et al. (2023) demonstrated that food deprivation under warm (20 °C) conditions led to rapid depletion of energy reserves and high mortality, in contrast to the energy-saving mechanisms observed at cooler winter temperatures (12°C). These findings suggest that high summer temperatures amplify metabolic stress, limiting energy storage and ultimately constraining growth. Similarly, described strong seasonal fluctuations in sardine energy density and lipid content, with maximum values in spring–summer and a sharp decline by early autumn, reflecting the depletion of energy reserves under thermal and trophic stress. This pattern is consistent with the capital breeding strategy described above, where energy accumulated during the productive season is subsequently mobilized for winter reproduction (; ).

From a broader biogeographical perspective, showed that sardine asymptotic length is negatively correlated with sea temperature and positively with oxygen concentration, implying that warming and oxygen limitation can drive a reduction in body size. The same conclusion is echoed by the Gill-Oxygen Limitation Theory () and supported by habitat-suitability projections from and , which identified optimal sardine habitats at sea surface temperatures between 10°C and 22°C, with future warming expected to reduce suitable areas in the Mediterranean basin.

In conclusion, these findings suggest that the seasonal modulation in size structure observed in the Adriatic sardine population results from the interaction between temperature-driven metabolic constraints, prey availability and the species’ reproductive strategy. During the summer, when temperatures exceed the thermal optimum and prey composition shifts toward smaller, less energetic plankton (Thoral et al., 2023), growth and condition are likely limited despite the apparent dominance of larger individuals. In winter, by contrast, the coexistence of multiple cohorts and increased size variance reflect both active recruitment and the redistribution of stored energy toward reproduction. This dynamic interplay highlights how ongoing warming trends in the Adriatic Sea may progressively narrow the thermal and energetic window within which sardines can sustain both somatic growth and reproductive output, ultimately threatening the resilience of this capital-breeding population.

4.4 Socio-economic implications

The reduction in wML of anchovy and sardine observed in the Adriatic Sea has had clear ecological implications but also significant economic consequences for coastal communities reliant on these stocks. In ports such as Chioggia and Ancona, which historically constituted major hubs for pelagic fisheries, a sharp decline in average fish size has coincided with a parallel drop in both landings and fleet size (Supplementary Figure S1), indicating a contraction of the fishery sector. According to the FAO (2023), Italy remains among the top contributors to capture small pelagics in the Mediterranean; however, its production declined by nearly 29% between 2018 and 2021, a trend partly attributable to the reduced commercial value of smaller individuals and increased operational costs.

Smaller fish yield lower prices per kilogram and are less suited for high-value processing, reducing profit margins and disincentivising long trips or fleet maintenance (). This situation is especially critical in the northern Adriatic, where pelagic pair trawling has historically supported a sizable portion of the local economy (; ). The loss of size structure thus translates into reduced economic returns per unit effort (), creating a negative feedback loop between resource condition and fishing capacity. Moreover, noted that fisheries targeting small pelagics in the Adriatic are highly vulnerable to combine environmental and anthropogenic stressors, which can amplify socio-economic risks. Furthermore, as previously noted by , persistent reductions in mean fish length may also affect recruitment and long-term stock productivity, triggering a feedback loop that further destabilizes local economies.

In ports like Ancona and Chioggia, the reduction in average catch size exacerbates existing vulnerabilities, contributing to ageing fleets, job loss, and community-level economic instability. These findings reinforce the need for adaptive management strategies that not only target stock recovery but also consider the socio-economic resilience of fishing communities.

Our GAM results confirm that fishing effort (Fleet) remains a key predictor of size structure, with port-specific interactions pointing to different exploitation regimes. The economic effects of this biological contraction are compounded by external pressures, including rising fuel costs () and reduced consumer demand for smaller fish.

Studies such as the present work, along with others focused on GAM modeling and small pelagic fisheries (e.g., ; Tugores et al., 2011; ; ), as well as research promoting ecosystem-based fisheries management (EBFM) approaches (e.g., , , ; ; ), have contributed to the development of more targeted and integrated regulatory frameworks. In particular, findings highlighting long-term changes in size structure and the combined influence of fishing and environmental pressures have supported the implementation of precautionary and adaptive management strategies. These include transitional catch limits and seasonal closures, as outlined in GFCM/44/2021/20 Recommendation. Encouragingly, recent assessments—such as the 2023 Stock Assessment Form (SAF) for anchovy in GSAs 17–18 ()—report early signs of stock stabilization, suggesting that such measures may be beginning to reverse previous declines.

5 Conclusion

This study underscored the value of integrating long-term fishery-dependent data with flexible modeling approaches to uncover the complex drivers of size structure in Adriatic small pelagic species. Our study highlighted the primary impacts of fishing pressure, followed by the influence of specific environmental variables on the size of these species. In addition, spatial resolution and temporal lags proved to be essential components of this type of analysis, as the effects of the examined variables influence these stocks at different scales, depending on the feeding and breeding strategy of each species. In fact, anchovy appears to be more responsive to short-term productivity pulses but negatively affected by freshwater surges, while sardine is shaped by delayed environmental conditions, particularly thermal regimes, with regional differences in the role of primary productivity. This differentiation is critical in the context of climate change, which is expected to reduce freshwater input, raise sea surface temperatures, and modify phytoplankton dynamics across the Adriatic Sea (; ). Understanding how these environmental changes interact with fishing pressure will be essential for the sustainable management of small pelagic fish under shifting ecological baselines (; ; Van Beveren et al., 2014). This knowledge supported the urgent need for adaptive, ecosystem-based management strategies that consider historical legacies and species-specific responses to exploitation.

Statements

Data availability statement

The raw data supporting the conclusions of this article will be made available by the authors, without undue reservation.

Author contributions

RC: Data curation, Formal Analysis, Methodology, Validation, Writing – original draft, Writing – review & editing. VC: Data curation, Formal Analysis, Methodology, Writing – original draft, Writing – review & editing. SG: Formal Analysis, Methodology, Supervision, Writing – review & editing. AS: Supervision, Writing – review & editing, Data curation. SC: Data curation, Writing – review & editing. FiD: Data curation, Writing – review & editing. FoD: Data curation, Writing – review & editing. SA: Supervision, Writing – original draft, Writing – review & editing, Data curation.

Funding

The author(s) declared that financial support was not received for this work and/or its publication.

Acknowledgments

The authors acknowledge the Italian National Program and the DCF program for providing the length data. The authors thank all the CNR-IRBIM colleagues involved in the sampling of these two projects. The research leading to these results was conceived as part of the International Ph.D. Program “Innovative Technologies and Sustainable Use of Mediterranean Sea Fishery and Biological Resources” (www.FishMed-PhD.org) and represents partial fulfillment of the requirements for VC’s Ph.D. thesis.

Conflict of interest

The author(s) declared that this work was conducted in the absence of any commercial or financial relationships that could be construed as a potential conflict of interest.

Generative AI statement

The author(s) declared that generative AI was not used in the creation of this manuscript.

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Supplementary material

The Supplementary Material for this article can be found online at: https://www.frontiersin.org/articles/10.3389/fmars.2025.1703481/full#supplementary-material

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Summary

Keywords

small pelagics, Adriatic Sea, generalized additive model, environmental impacts, fishing activity impact, size reduction

Citation

Cacciamani R, Caserta V, Guizzardi o Guicciardi S, Santojanni A, Colella S, Domenichetti F, Donato F and Angelini S (2025) How fishing pressures and environmental changes can impact the mean size of fish resources: a case study of small pelagics in the Adriatic Sea. Front. Mar. Sci. 12:1703481. doi: 10.3389/fmars.2025.1703481

Received

11 September 2025

Revised

14 November 2025

Accepted

26 November 2025

Published

17 December 2025

Volume

12 - 2025

Edited by

Tomaso Fortibuoni, Istituto Superiore per la Protezione e la Ricerca Ambientale (ISPRA), Italy

Reviewed by

Widien Khoufi, Institut National des Sciences et Technologies de la Mer, Tunisia

Diego Panzeri, National Institute of Oceanography and Applied Geophysics, Italy

Jade Mogeon, Université de Nantes, France

Updates

Copyright

*Correspondence: Valentina Caserta,

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All claims expressed in this article are solely those of the authors and do not necessarily represent those of their affiliated organizations, or those of the publisher, the editors and the reviewers. Any product that may be evaluated in this article or claim that may be made by its manufacturer is not guaranteed or endorsed by the publisher.

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