ORIGINAL RESEARCH article

Front. Environ. Sci., 14 October 2022

Sec. Environmental Informatics and Remote Sensing

Volume 10 - 2022 | https://doi.org/10.3389/fenvs.2022.994389

An artificial intelligence approach for identifying efficient urban forest indicators on ecosystem service assessment

  • School of Forestry and Resource Conservation, National Taiwan University, Taipei, Taiwan

Abstract

Urban trees provide multiple ecosystem services (ES) to city residents and are used as environmentally friendly solutions to ameliorate problems in cities worldwide. Effective urban forestry management is essential for enhancing ES, but challenging to develop in densely populated cities where tradeoffs between high ES provision and issues of periodic disaster-caused risks or maintenance costs must be balanced. With the aim of providing practical guidelines to promote green cities, this study developed an AI-based analytical approach to systematically evaluate tree conditions and detect management problems. By using a self-organizing map technique with a big dataset of Taipei street trees, we integrated the ES values estimated by i-Tree Eco to tree attributes of DBH, height, leaf area, and leaf area index (LAI) to comprehensively assess their complex relationship and interlinkage. We found that DBH and leaf area are good indicators for the provision of ES, allowing us to quantify the potential loss and tradeoffs by cross-checking with tree height and the correspondent ES values. In contrast, LAI is less effective in estimating ES than DBH and leaf area, but is useful as a supplementary one. We developed a detailed lookup table by compiling the tree datasets to assist the practitioners with a rapid assessment of tree conditions and associated loss of ES values. This analytical approach provides accessible, science-based information to appraise the right species, criteria, and place for landscape design. It gives explicit references and guidelines to help detect problems and guide directions for improving the ES and the sustainability of urban forests.

1 Introduction

In urban areas, trees are used as nature-based solutions to ameliorate environmental problems arising from global warming and urbanization (; ). They provide a range of ecosystem services (ES) to improve the livability of metropolitan environments and mitigate urban environmental degradation (; ; ; ), including reducing air pollution (; ; ), regulating water and climate, recreation and promoting quality of life (; ). Maintaining or enhancing the ES provided by trees is an important task for urban forestry managers. This mission is typically managed by multiple tasks, like planting, regular maintenance and inspecting, long-term monitoring, and curing tree diseases to increase the aesthetics and functions of urban trees to improve the effectiveness and sustainability of the urban green infrastructure.

In large cities, with extensive networks of streets and urban plantings, the urban forestry plan can be highly complex, challenging local governments and communities to manage the urban forest estate (). For example, in Taipei, the capital of Taiwan with 2.6 million people, there are more than eighty-thousand street trees in the city. These trees are regularly maintained for multiple social objectives, such as attractive shapes, increasing light penetration, improving air movement, and providing aesthetic views (; ). Taipei street trees are also routinely pruned during periodic typhoons or storm seasons to reduce risks of property damage and threats to lives from tree failures, but the intensive pruning may cause potential losses in ES (). However, the status of the present ES to the optimal ES provision is rarely assessed.

Quantification of ES is a useful instrument to raise awareness of biodiversity conservation, attract public attention and engagement, evaluate compensation for damage/loss to natural capital, influence policy, and determine policy effectiveness (). Valuation of ES provided by urban trees can aid understanding of the role of trees in sustaining people’s well-being, and drive the protection of trees, investment in tree planting, and improvement of resilience by urban forestry planning (; ; ; ). While many studies have developed methods to value ES provided by trees, most require a considerable effort to quantify values related to energy savings, water-related disaster avoidance, and carbon sequestration and storage (; ; ; ) and rely on extensive (often unavailable) datasets or measurements of trees and environmental conditions involving complex mixes of spatial-temporal scales (; ). Most of the time, the complex parameterization and data requirements limit the accessibility or applicability of such methods.

The i-Tree Eco (http://www.itreetools.org/eco/) is a widely-used, open-access, and reliable software developed by the US Forest Service in 2006 to estimate the various ES values provided by individual trees and forest stands (). It requires minimum input data of tree species, DBH, and height, or more detailed information on crown length and crown width. Users also need to define the regional climate and upload local meteorological measurements, to give reference for adjusting the variations in tree growth to local weather and environmental conditions (). By uploading the surveyed information of trees to the i-Tree Eco, users will receive the estimated ES and ES values of each tree from the i-Tree (; ; ). However, the estimates of ES of the individual tree are simply numbers that do not point out if the trees have health problems or provide governance suggestions, nor do they cover efficient indicators of ES for the frontline personnel ().

In this study, we sought to develop an AI-based method integrating the urban forestry inventory with the ES estimates to support improved urban forestry management for promoting a greener urban city. Our tool harnessed comprehensive information on tree attributes, functions, and benefits for >87,000 street trees in Taipei, Taiwan, with an advanced AI-based approach of a self-organizing map (SOM). It can be used as a rapid evaluation tool that helps gain organized knowledge from big data in assisting systematic assessment of tree conditions and examination of potential ES loss for urban forestry planning in a real-world setting. Here, we describe the development of the new analytical method to explore the associations of tree attributes to ES and provide critical information and readily searchable lookup tables for fast and efficient inspection for improving urban forestry management and ecosystem services.

2 Materials and methods

We assembled inventory data for a total of 87,014 Taipei street trees from 2015 to 2017 provided by the Parks and Street Lights Office of the Taipei City Government. The inventory contains complete information on diameter at breast height (DBH) > 1Ā cm, total tree height, tree species, habitat form, and GPS coordinates. We applied the i-Tree Eco Version 6.0.14. (http://www.itreetools.org/eco/) () to evaluate the ES values of each street tree on carbon sequestration, runoff avoidance, and air pollution removal. Then these values were summed as the gross ES. Input data prepared and uploaded to i-Tree Eco include tree ID, species, location in GPS, DBH, tree total height, hourly meteorological observations of temperature, precipitation, wind, humidity, and air pollutant fluxes in 2015. Measurements for crown size (i.e., crown width and crown length) were lacking for all the street trees, so crown width was estimated using the empirical DBH-crown width equations embedded in i-Tree Eco for applicable species, family, or order, with an assumption of a circular shape for even crown width in every direction. The crown length was set as half of the total tree height (rather than estimates for naturally open-grown trees of 0.78; ), to reflect the reality of smaller crown lengths in Taipei due to intensive pruning practices that remove a certain proportion of leaves and branches from trees ().

The massive urban forestry information reflects the complex interaction of trees with the surroundings or represents the outcomes from the disturbances by nature and anthropogenic activities. Interpreting such information can be challenging for urban forestry management. A simple classification can aid efficient efforts in urban forestry governance by determining the systematic relation of tree attributes to the provision of ES. To avoid subjective and arbitrary classifications, we employed an artificial intelligence (AI) technique— a self-organizing map (SOM) for a primary task of unsupervised clustering (; ) based on the big datasets of 87,014 Taipei street trees. The SOM applies a competitive learning procedure to the discrete input space of the training datasets to produce a reduced dimensional visualization in a feature map (; ). This technique has been used to identify potential impacts or problems among complex interactions and processes () based on multidimensional datasets for resource planning (), disaster forecasting (; ), and urban forest management (). Variables were selected based on the criteria of 1) basic measurements in the tree inventory, including tree attributes of DBH and height, and 2) commonly-used ES indicators, including leaf area and LAI. By bundling these four variables from the 87,014 street trees to their correspondent ES of carbon sequestration, runoff avoidance, pollution removal, and gross ES estimated by i-Tree Eco, we implemented a SOM analysis using MATLAB 2017a software. Values of each variable were transformed into an unbiased formation from 0 to 1 by an independent normalization process.

To preserve the topological properties of the input space, a Gaussian neighborhood function was applied to train different map sizes of SOM. The optimal size of SOM (i.e., the primary clustering size) was determined by the criteria of local minimum quantization error (QE) and topographic error (TE) (). The quantization error (QE) estimates the average distance between the input vector and the weight vector of its best-matching unit, and is calculated by (; ):where xi is the input vector, uc is the vector of the best-matching unit, and n is the number of data vectors. The topographic error (TE) considers the number of input vectors to which the best- and second-matching units are not adjacent, and is approximated by (; ):where u (xi) is set to 1 if the second-matching unit is not adjacent to the best-matching unit. We chose to produce a hexagonal lattice topological SOM map that displays the signal density of the topological structure and statistical characteristics of input patterns for pattern recognition, classification, and interpretation purposes.

Then based on the patterns of the ES in SOM, we re-classified the clusters into fewer categories representing the level of ES provision. For practical purposes, the simplified categories can structure the extent of the provision of ES according to the measured tree attributes. Furthermore, with the information assembled from the big data, a lookup table can be established for each tree species because of their physiological similarity. The lookup table can support a quick ES examination for the practitioners in the field to check the status of ES provision by using the measurements of DBH, height, and leaf area index (LAI). Lastly, we provide an example of applying this tool to assess the potential loss of ES from the long-term effects of natural and/or anthropogenic disturbances and highlight improvement areas.

The steps in our approach are summarized in Figure 1, starting from the assemblage of tree inventory data for an investigation of the current status of the street tree community, evaluating their ES values, clustering by a SOM analysis, synthesizing for efficient gross ES estimates, examining the potential loss of ES, and providing reference and guidelines for urban forestry management.

FIGURE 1

3 Results

In this study, we assess the structure and ES values of a total of 87,014 Taipei street trees containing a high diversity of 215 species. The DBH of street trees ranges from 1 to over 100Ā cm, with the majority covering the DBH from 15 to 30Ā cm (37.9%) and 30–60Ā cm (36.5%), while small DBH trees (1–15Ā cm) account for 21.7%, and trees with DBH over 60Ā cm are about 3.8% (Table 1 and Figure 2). Based on the i-Tree Eco estimates, the highest ES value provided by each individual street tree was on average the carbon sequestration, valued at $3.45 USD, followed by the ES of air pollution removal at $2.3 USD, and the lowest for the ES of runoff avoidance of $1.9 USD per tree per year.

TABLE 1

SpeciesNProportion (%)Percentage by DBH (%)Mean DBH (cm)
<1515-3030–60>60
Ficus microcarpa12,98514.96.624.657.511.440.1
Bischofia javanica9,52211.015.841.741.31.328.4
Cinnamomum camphora8,6299.911.936.847.43.932.2
Liquidamber formosana6,7857.836.937.724.41.022.4
Koelreuteria elegans6,6697.720.758.920.30.123.2
Melaleuca leucadendra4,9175.73.027.259.99.839.5
Alstonia scholaris4,2274.92.427.263.07.439.2
Terminalia mantaly2,5422.911.955.132.70.326.9
Lagerstroemia speciosa2,0982.439.352.97.90.018.5
Millettia pinnata2,0082.321.772.36.00.120.4
Overall Street Trees87,014100.021.737.936.53.828.7

Summary of the top 10 species of the Taipei street trees in quantity (N), population percentage (%), percentage by DBH classification, and mean DBH (cm).

FIGURE 2

Determined by the quantization error (QE) and topographic error (TE), the primary clustering size of SOM was 16 (i.e., 4 Ɨ 4 neurons) for visualization and exploration purposes (Figure 3). The SOM preserved a distance gradient among clusters to classify the street trees by multi-relationships among individual tree’s attributes of DBH and height, LA, LAI, and their ES values for carbon sequestration, runoff avoidance, air pollution removal, and gross ES. The color patterns demonstrated similar trends of ES values of carbon sequestration, runoff avoidance, and pollution removal to the gross ES. Their color patterns all transited from black in neuron I at the lower-left corner to a yellow color in neuron XVI at the upper-right corner. The color codes denoted the values. Values from low to high were represented by black, dark brown, brown, red, orange, light orange, and yellow across the clusters (Figure 3). Therefore, based on the level of ES patterns in the SOM, we further simplified the 16 clusters into four categories representing the superior, good, fair, and poor levels of the gross ES (Figure 3).

FIGURE 3

The DBH and leaf area displayed similar color patterns to various ES values, showing their close associations (Figure 3). The variable height was not directly associated with the various ES values. The highest value of height shown in yellow color appeared in the upper right corner, the same as the DBH, leaf area, and various ES values, but the transit patterns differed. The top three highest values of height were lined up from right to left in neurons XVI, XV, XIV, and XIII. The pattern of LAI was the most different one among the variables (Figure 3). The highest value of LAI shown in yellow color appeared in neuron XIII, and its adjacent neurons of IX and XIV presented the next highest values shown in red colors. The top five species dominant in the most clusters were Liquidamber formosana, Bischofia javanica, Ficus microcarpa, Koelreuteria elegans, and Cinnamomum camphora, in contrast to the dominant species of Roystonea regia, Livistona chinensis, Washingtonia filifera, and Melaleuca leucadendra in neurons XIII, IX, and XVI that determined the discrepancies of LAI in the SOM (Figure 3).

Based on the SOM results, we extracted species-specific information and explored the associations among tree attributes to various ES by scatter plots using Cinnamomum camphora (a fast-growth species) and Koelreuteria elegans (a moderate-growth species) as examples (Figure 4). We found a non-linear relationship between DBH and various ES of carbon sequestration, runoff avoidance, pollution removal, and gross ES, in which the variations of ES estimates were greater in larger DBH (Figure 4). In contrast, leaf area showed a linear relationship with ES of runoff avoidance and pollution removal, but non-linear for carbon sequestration and gross ES (Figure 4). Height and LAI showed much larger variations in the associations to various ES than those seen with DBH or leaf area (Figure 4). Nonetheless, we did not find species-specific variability between leaf area to runoff avoidance or to pollution removal. The relationships were identical among different species (Figure 4).

FIGURE 4

We further investigated the relationships among DBH to leaf area, height, and LAI, and the results also appeared non-linear (Figure 5). The variations between DBH to height or LAI were much larger than those with gross ES or leaf area (Figure 5). Based on the upper boundary of the superior category, we obtained the estimated highest ES values. Underneath the estimated highest ES values presented the potential loss of ES. Results showed remarkable potential losses of ES for most DBH sizes of trees (Figure 5 and Table 2). Results found the highest potential loss in gross ES and in leaf area in the poor category, followed by the fair and the good, and the least in the superior category. We generated a table showing the percentage of the potential loss by individual species (Table 2). For example, for Ficus microcarpa, based on their current conditions, the average potential loss of gross ES in each neuron was estimated from 2.6% to 22.4%, in which neurons I to IV in the category of poor ES values had the largest potential loss, around 20% less than the estimated highest ES values (Table 2). The potential loss gradually decreased with the categories from poor to superior, such as the trend seen in neurons from 21.6% (neuron IV), 18.0% (neuron VIII), 15.0% (neuron XII) to 8.9% (neuron XVI), respectively. Negative values were found in Table 2, meaning that the actual gross ES of the tree was higher than the estimated highest. This is because the performance references were calculated as the average of the top 5%, when some individuals possessed higher ES values, it would result in negative values.

FIGURE 5

TABLE 2

SpeciesNeuronIIIIIIIVVVIVIIVIIIIXXXIXIIXIIIXIVXVXVI
Ficus microcarpaN8255769588631324787141553123248981295050812362610
Gross ES22.1%22.4%19.7%21.6%10.3%10.2%12.3%18.0%āˆ’2.4%5.6%7.5%15.0%NA2.6%3.5%8.9%
Leaf Area30.2%31.3%28.9%33.4%13.8%14.3%18.3%28.8%āˆ’3.2%8.1%11.3%24.2%NA4.1%5.6%15.8%
Bischofia javanicaN13067188014554919867288794043070549517421594456
Gross ES14.8%15.7%13.7%15.3%10.8%10.2%10.7%15.6%1.3%4.2%5.4%14.6%āˆ’10.4%0.9%1.7%7.6%
Leaf Area22.7%25.3%22.5%25.2%17.6%16.7%17.6%25.3%2.2%7.0%9.0%23.6%āˆ’16.7%1.5%2.8%13.1%
Cinnamomum camphoraN783355496243513804443514424829117412467878955
Gross ES16.9%17.0%18.2%19.4%11.7%12.2%12.1%15.6%āˆ’0.9%7.6%7.7%12.4%āˆ’8.8%2.6%3.8%7.4%
Leaf Area23.8%25.3%26.9%29.1%17.2%18.0%18.0%23.5%āˆ’1.2%11.2%11.5%19.0%āˆ’13.3%3.9%5.8%12.7%
Liquidambar formosanaN2287511421346319215564102812462374523317
Gross ES25.0%38.0%37.6%38.5%25.8%27.7%29.1%24.4%16.9%17.6%22.4%12.7%āˆ’15.5%8.3%4.4%0.1%
Leaf Area19.9%34.2%34.5%33.7%23.6%25.0%24.9%18.8%16.1%16.5%19.1%8.1%āˆ’15.6%7.4%3.3%0.0%
Koelreuteria elegansN88856676929657478070038311846061723881289153
Gross ES15.8%18.3%15.9%19.4%11.9%9.7%9.8%13.3%3.6%5.0%5.2%8.4%āˆ’9.4%āˆ’0.5%1.5%3.9%
Leaf Area20.9%25.4%22.1%27.4%16.3%13.5%13.5%18.5%4.9%6.9%7.2%11.7%āˆ’13.0%āˆ’0.8%2.1%5.5%
Melaleuca leucadendraN1431333192682843271724903134518138134093891042
Gross ES6.6%12.4%12.9%17.7%7.7%6.8%10.5%17.6%2.4%2.6%5.8%14.1%āˆ’5.2%0.9%1.2%6.9%
Leaf Area13.8%25.9%24.4%30.1%17.3%13.8%18.6%27.9%5.3%5.2%10.1%21.7%-10.8%1.6%1.9%10.2%
Roystonea regiaN1000000001880001612000
Gross ES69.2%NANANANANANANA52.7%NANANA28.4%NANANA
Leaf Area67.3%NANANANANANANA51.0%NANANA27.1%NANANA
Livistona chinensisN2261001000156000372000
Gross ES57.2%0.0%NANA28.9%NANANA35.9%NANANA16.3%NANANA
Leaf Area55.2%0.0%NANA27.8%NANANA34.5%NANANA15.7%NANANA
Washingtonia filiferaN70000000600046000
Gross ES18.0%NANANANANANANA23.0%NANANA15.6%NANANA
Leaf Area17.5%NANANANANANANA22.1%NANANA15.1%NANANA

Examples of the percentage loss of gross ES and leaf area to the estimated highest values at DBH for dominant species clustered in each neuron with the number of individual trees (N).

The leaf area in the SOM results appeared similar trends to the various ES (Figure 3), demonstrating that the loss in leaf area can be directly associated with the loss of various ES, which was also reflected in the scatter plots a positive and linear influence of leaf area on runoff avoidance and pollution removal (Figure 4). Therefore, disturbances from either natural or anthropogenic disturbances, like windthrow or pruning can result in losses of leaf area, and in turn cause losses in ES. According to the inventory data, around 32.6% of Taipei street trees experienced less than 15% leaf area loss and 33.1% around 16–25% leaf area loss. Analysis results indicated that around 25.9% of trees underwent more than 25% leaf area loss (Table 3). The results revealed that for some tree species, the percentage loss of ES values was smaller than the correspondent percentage loss in leaf area, like Ficus microcarpa, Bischofia javanica, Cinnamomum camphora, Koelreuteria elegans, and Melaleuca leucadendra (Table 2). For other tree species, like Liquidambar formosana, and the palm trees of Roystonea regia, Livistona chinensis, and Washingtonia filifera, a greater percentage loss of ES values was found than the percentage loss in the leaf area (Table 2).

TABLE 3

Leaf area loss (%)Number of treesProportion (%)
<56,1327.0
5–109,37310.8
10–1512,82914.7
16–2014,81117.0
21–2513,99416.1
26–309,66011.1
31–355,6846.5
36–403,0423.5
41–451,8572.1
46–501,1161.3
>501,2281.4
NA7,2888.4

Frequency distribution for potential leaf area loss based on the inventory data.

Results also found that trees with larger DBH can provide greater ES. Particularly the trees with DBH greater than 60Ā cm were mostly grouped in the superior category of gross ES. Nonetheless, results also showed that many of these big trees possessed notable potential loss of ES. For example, Cinnamomum camphora with DBH greater than 60Ā cm had an average percentage loss of 7.4% in gross ES in neuron XVI (Table 2). Considerable variations in the height, leaf area, or LAI representing potential losses in the gross ES were observed for trees grouped in the superior category (Figure 5).

The unique color pattern between DBH and LAI shown in the SOM result (Figure 3) was investigated by a scatter plot with a projected canopy cover () on the x-axis to the leaf area on the y-axis (Figure 6). We found different DBH distributions to the values of LAI from species to species. For example, the DBH of Cinnamomum camphora and Koelreuteria elegans distributed from 1 to 100Ā cm and 2 to 72Ā cm, respectively, while the plum tree of Roystonea regia ranged from 10 to 73Ā cm and Livistona chinensis from 7 to 73Ā cm, with a DBH more centered from 20 to 40Ā cm (Figure 6). However, the projected canopy cover of plum trees was much smaller, resulting in larger LAI at values of 8 to 18.5 than the range of LAI from 2 to 6 for Cinnamomum camphora and Koelreuteria elegans (Figure 6).

FIGURE 6

4 Discussion

In this study, we evaluated the conditions of the 87,014 street trees in Taipei. Extensive variations in the ES functions and values provided by trees were found driven by tree size and species traits. With the knowledge extracted from big data by the SOM approach, we are able to provide useful indicators of ES and rapid examination information for management. The best indicators/predictors of ES provision were DBH and leaf area. Height was found to determine the potential loss of ES, due to their being largely influenced by management practices or natural disturbances. The LAI of some species may be biased and is suggested as a supplementary indicator for the valuation of ES.

The use of this AI-based approach may emerge potential internal strengths and weaknesses and external opportunities and threats. Integrated by the SOM technique the bottom-up in-situ information of the tree attributes with the ES value estimations in the i-Tree Eco, our approach provides strengths in extracting from big data the efficient indicators of the commonly measured tree attributes to the level of ES provision and deriving easy-to-use lookup tables. Despite the complex and process-based models used in the i-Tree Eco to evaluate various ES values from various variables, the big-data mining of the 87,014 street trees revealed a strong association between ES values and DBH and leaf area. For annual carbon sequestration, the i-Tree Eco calculated the difference between carbon storage in successive years by classifying species into slow, moderate, and fast-growth species with different fixed growth rates, and then adjusted by different lengths of growing seasons in different climatic zones, competition status, and tree conditions (). The increase of DBH is calculated by the growth rate and then transformed into gross carbon sequestration by species-specific allometric equations. Based on the results, DBH was found to be the most efficient indicator for carbon sequestration. In , DBH was as well reported the greatest influence on carbon sequestration. Since DBH is a relatively easy and widely measured variable in on-site forestry inventories, when encountering time, budget, and labor constraints, DBH can be used as the first choice to give a reasonable estimate of ES values. In contrast, height and LAI showed different patterns from that of various ES and gross ES. Similar DBH sizes were found to be clustered into different neurons, in which lower ES correspondent with lower heights. Height, in forest plantations, is used to assess site quality (Carmean, 1975), but in an urban setting, a lower height may imply several other possibilities, like maintenance practices, intensive pruning (; ; ), bad health conditions, aging, inappropriate environment (), or windthrow and natural-disaster-caused consequences (), than simply a reflection of the site condition. Our approach offers an explicit standard and convenient execution to help assess the status of the trees and their ES provision. A systematic evaluation of tree conditions also helps reduce the variation during tree inspection and maintenance judgment from person to person (). It can provide a comprehensive view and assist in identifying the existing tree problems requiring further inspection or practice adjustments for city-wise maintenance or detecting issues hindered in the complex natural and anthropogenic interactions for improving urban forestry management.

By compiling the relationships among tree attributes to various ES, the SOM technique solves the complexity in estimating ES from each street tree with different growth rate and distinct traits under various natural and anthropogenic disturbances. This approach helps identify efficient urban forest indicators of DBH and leaf area in estimating ES of carbon sequestration, runoff avoidance, and pollution removal. It also opens a way for providing an explicit ES assessment standard. With this standard, we enable a science-based opportunity for effective urban forestry management to help inspect the feasibility of the improvement strategies made by the authorities or the administrative organizations () and facilitate citizen participation or public engagement in the tree management process (; ). This interconnects a good relationship among managers, the execution teams, stakeholders, and the public. In traditional urban forestry management, the assessment quality and the success of the urban forestry management heavily relied on the experience and judgment of the frontline personnel or managers/designers who develop the landscape planning (; ). In recent years, citizen participation is important in promoting public affairs. The involvement of the citizens and integrating their perceptions in the management process will help create a win-win situation to facilitate the effectiveness of urban forestry planning, as well as to develop a long-term partnership between citizens and local government.

However, our approach has some weaknesses and limitations. First, uncertainties in the ES estimation can be difficult to assess due to the long-term climatic variations and disturbances () and the associated measuring errors on tree size and species traits, such as DBH, height, leaf area, and canopy cover, which may affect the accuracy of the ES estimation in i-Tree Eco (; ; ). Second, in the i-Tree Eco, the standardized growths limit species-specific differentiation in the model results. The lack of input on crown light exposure (CLE) and tree conditions may further constrain the accuracy of carbon sequestration estimations (; ). Based on the parameterization in the i-Tree Eco, leaf-on and leaf-off dates are determined by frost to calculate the length of growing season. As a result, the temperature rarely below 10 °C prolongs the whole-year length of the growing season in Taipei. The warm weather also makes the dormancy of deciduous trees unclear. Defoliation can be sometimes observed in winter, but the leaf-off period is very short. We suspect that the defoliation mechanism in tropical or sub-tropical regions may differ from that in temperate regions. These may be why in our results species-specific variations in DBH to carbon sequestration are minimal due to a longer growing season and unclear dormancy for deciduous trees (Figure 4), contributing to greater ES of carbon sequestration. To improve the parameterization in the i-Tree Eco, more data from different regions should be included or experimental studies be conducted to compare the growth of trees for a more realistic match. Moreover, the amount of pollution removal and runoff avoidance by urban trees is determined by the pollution concentration and meteorological data (). However, the detailed calculation of the species-specific leaf trait to the ability of runoff avoidance and pollution removal is not provided in the i-Tree Eco. In the simulations, we used the same pollution concentration records and meteorological data provided by the Taipei weather station, producing no spatial variations in the environmental conditions. In terms of the association of leaf area to the provision of runoff avoidance and pollution removal, we did not observe a species-specific effect (Figure 4). This suggests that the species-specific air pollutant capturing efficiency or runoff avoidance ability may not be evaluated in the model.

It should be aware that external threats may occur in the implementation under dramatic climate change or socio-economic shifts (; ) in the future because our approach cannot predict future situations unless new datasets are collected and included in the analysis. In addition, in the Taipei tree inventory, several crown-related features were not measured, such as dieback ratio, crown length, crown width, and crown light exposure (CLE), producing considerable uncertainty in the quantification of the overall leaf area. These crown parameters are more direct than DBH in reflecting the competition status and health condition of trees (), and thus provide greater reliability in estimating leaf area, leaf biomass, and the associated estimations on ES provision when supplementing with DBH (). The leaf area, as a direct component for the utilization of solar radiation for photosynthesis, lies in the primacy to account for fundamental processes of plant growth, water use, energy absorption, and carbon balance (; ), so as to directly regulate the magnitude of ES. When lacking these measurements, the assumptions made in this study or empirical regression equations used in the i-Tree Eco may produce less reliable estimates, and more significantly, the variation in the results may be limited (). To reduce the uncertainty, managers can consider holding special personnel training to enhance measurement accuracy and future urban forestry inventories are recommended to add measurements in canopy-related variables, such as crown width and length, dieback ratio, and CLE.

The leaf area index (LAI), in our analysis, was not a straightforward indicator for ES values in comparison to DBH or leaf area (Figure 4). In forestry, LAI has been widely used as a collective measure to estimate the quantities of vegetation foliage () or as a central parameter to compute site-level primary production in vegetation (; ). However, there have been debates about the suitability of LAI in estimating biomass production, because the value of LAI is sensitive to a variety of factors, such as weather, plant functional type, management treatment, disturbance history, and unexplored hidden parts (). According to the SOM results, LAI was not a strong indicator of ES values, and the simulation results by i-Tree Eco spanned a wide range of LAI from 1.7 to 18.5, of which LAI greater than 8 was almost engaged with the plum trees, whereas for most species, LAI ranged from 2 to 6. Based on the calculation of i-Tree Eco on LAI as the portion of leaf area to the projected canopy cover, the plum trees happened to possess high values of LAI due to their unique trait of vegetation form and specific patterns and placement of the leaf organization in space. Therefore, we suggest using LAI as a supplementary variable with the direct tree attributes like DBH, height, and crown width/length for the valuation of ES, to avoid the greater errors hidden in the aggregation scheme of LAI.

Old trees are great assets for urban areas. In our analysis, we found that greater DBH trees provided higher gross ES. However, the SOM-based clusters indicated a situation of a much-reduced height for many old trees. This may imply a serious aging problem to retain normal growth and require an assessment of the old tree’s health. In Taipei, trees with DBH greater than 80Ā cm can be potentially designated as protected trees by the Forestry Act, Cultural Heritage Preservation Act, and Taipei City Tree Protection Regulation. Unfortunately, many of the designated protected trees are in bad condition, demanding further inspection and extra care to provide protection; an additional budget will be required for extra maintenance and costs to ensure the health and survival of the existing mature and old trees.

The current status of a tree can be viewed as a consequence of tree growth at a specific location under complex natural and anthropogenic disturbances. In this regard, the environmental settings and management practices are critical for major variations in the tree ES values (). To evaluate the long-term combined effects of maintenance practices like the pruning intensity, or natural disturbances on the provision of ES, an examination of the potential loss of the leaf area can provide some insights (Tables 3, 4). Results indicated that several Taipei street trees encountered a higher than 25% leaf area loss (Table 3), which exceeds a commonly suggested live foliage removal of 25% on an annual basis (American National Standard Institute [), and in many cities, a more conservative pruning intensity of 10% was applied to avoid defective tree physiology. Although pruning can be one of the most prevailing practices to rearrange branch distribution, enhance tree structure and growth, reduce competition between trees, and control pests or diseases (), improper pruning operation can damage tree viability, induce new diseases, even lead to death (). Our analysis revealed that trees were clustered in different neurons reflecting different conditions in their leaf areas and thus causing losses in ES. Based on the difference between potential ES for a given DBH and ES value for a reduced leaf area, the results can be viewed as a reference to determine adjustments in the intensity of pruning or other maintenance practices. By checking tree performance along with frequencies, intensities, and forms of the operating maintenance procedure and practice, improvement of the urban forestry governance may be achieved.

TABLE 4

CategoryPoor(LAI: 2.80–3.41)Fair(LAI: 3.40–3.70)Good(LAI: 3.60–4.89)Superior(LAI: 4.10–5.40)
DBH (cm)Height (m)Gross ES (USD yāˆ’1)Height (m)Gross ES (USD yāˆ’1)Height (m)Gross ES (USD yāˆ’1)Height (m)Gross ES (USD yāˆ’1)
12.400.41
23.190.48
33.400.58
43.780.73
54.440.91
64.891.11
75.161.32
85.301.537.741.7211.612.17
95.531.767.811.9311.622.35
105.691.997.872.2111.642.62
115.782.247.942.3611.652.88
125.872.478.012.7211.673.18
135.952.738.082.8911.683.44
146.042.958.153.1311.693.68
156.123.238.223.4811.713.78
166.213.548.293.8111.724.10
176.303.858.364.1111.744.74
186.394.198.434.5111.755.14
196.484.558.514.8011.765.52
206.584.778.585.1311.785.7713.276.01
216.675.198.665.5211.795.9613.507.58
227.025.638.735.9011.816.5113.727.22
237.165.908.816.1811.826.8013.927.51
247.296.338.886.6311.837.2114.137.89
257.446.788.967.0511.857.5014.328.17
267.587.089.047.3411.867.7814.508.79
277.727.549.117.7811.888.2814.689.22
287.877.889.198.2211.898.5814.859.99
298.038.259.278.6411.919.1015.0210.01
308.188.579.358.9611.929.4815.1810.43
318.349.089.439.4411.9310.0415.3310.88
328.509.409.519.7711.9510.4315.4810.98
338.669.879.6010.2611.9610.9315.6211.52
348.8310.239.6810.6011.9811.2815.7712.22
359.0010.589.7610.9511.9911.6815.9012.47
369.1710.979.8511.5612.0112.2016.0312.83
379.3511.009.9312.0212.0212.5016.1613.43
389.5311.0810.0212.3912.0412.8616.2914.10
399.7111.1010.1012.7412.0513.2216.4114.07
4010.1913.1712.0613.7616.5314.89
4110.2813.4912.0814.1316.6515.21
4210.3713.8112.0914.4416.7615.71
4310.4614.1312.1114.8216.8716.14
4410.5514.4112.1215.1916.9816.63
4510.6414.5212.1415.3717.0816.97
4610.7314.6212.1515.6017.1917.38
4710.8214.7512.1715.7217.2917.73
4810.9214.8712.1816.0217.3918.02
4911.0114.9112.2016.2317.4918.38
5011.1114.9212.2116.4217.5818.74
5111.2014.9312.2216.5517.6719.11
5211.3015.0112.2416.7117.7719.41
5311.4015.2612.2516.7817.8619.48
5411.6915.3012.2717.0617.9419.78
5512.2817.0718.0319.83
5612.3017.0818.1119.87
5712.3117.0918.2020.10
5812.3317.1018.2820.33
5912.3417.1118.3620.64
6012.3617.1418.4420.80
6112.3717.1618.5221.04
6218.5921.27
6318.6721.79
6418.7421.20
6518.8222.00
6618.8922.25
6718.9622.81
6819.0322.86
6919.1023.06
7019.1723.24
7119.2323.42
7219.3023.67
7319.3623.70
7419.4323.96
7519.4924.13
7619.5524.71
7719.6125.29
7819.6725.43
7919.7325.55
8019.7927.57
8119.8525.58
8219.9125.66
8319.9726.38
8420.0226.62
8520.0827.00
8620.1327.09
8720.1927.24
8820.2427.36
8920.3027.60
9020.3528.31
9120.4028.46
9220.4528.57
9320.5028.97
9420.5529.68
9520.6030.26
9620.6531.09
9720.7031.47

An example of the lookup table for species Cinnamomum camphora.

Through the analytical method of SOM, the clear interconnected relationships between DBH and other variables can be used as a rapid and efficient examination tool for practical guidelines and references in urban forestry management. The classification can also be used to compare the current status of DBH distribution to the estimated highest gross ES and allow managers to set up priorities for inspections. Based on the explicit paired tree ID and location, possible issues can be detected by cross-checking the associations between the attributes of trees and their potential loss in ES (Figure 5). For example, for Cinnamomum camphora at DBH of 60Ā cm, the height varied from 7.9 to 18.5Ā m (Figure 5). Even though these trees were all classified in the same category of superior ES values, through a rapid check, managers can easily get an estimate of the potential loss due to the reduced height. Understanding the reason and improving the improper habitat condition can help increase ES toward a greener city.

The produced lookup tables can be used in the field to support a rapid examination on tree’s DBH and height to the gross ES. In Table 4, we provide an example of the lookup table for Cinnamomum camphora. For the frontline personnel, when they take measurements of trees, they can easily check with the table and know the growth condition of a tree. If the table refers to a tree being in poor condition, then it indicates an inspection should be done for potential problems and a regular followed up. It may imply a modification of the practice routines or an improvement in the habitat of the tree. In summation, with the SOM’s perceivable information, the problematic trees can be identified and cared for, the good performance trees can be used as models, and along with an examination of the potential loss of ES, practices, and operations can be reviewed and improved to develop a design platform for the right tree, right place, and proper maintenance practices towards sustainable urban forestry management and improving the ecosystem services.

5 Conclusion

This study develops a general framework of the AI-based SOM approach to assessing the ES provided by trees. This analytical approach provides a comprehensive understanding of the ES provision of trees varied with tree species, DBH, height, leaf area, and LAI. We found that the ES values are strongly associated with DBH, but can be further modified by the conditions of the tree, such as height and leaf area. LAI, in our analysis, is not an objective indicator for the valuation of ES, and for some species, it can even be misleading. By compiling all the data of the street trees, a lookup table can be used as a rapid examination tool in the field. Through the integration of the tree inventory data and the developed analytical approach, it is possible to apprise optimal species, criteria, and locations for city design. These findings can be applied to evaluate the long-term complex effects of natural and anthropogenic disturbances, as well as give practical guidance to help detect hidden problems and improve directions for a more sustainable future.

Statements

Data availability statement

Publicly available datasets were analyzed in this study. This data can be found here: https://data.gov.tw/dataset/128274 or https://tppkl.blob.core.windows.net/blobfs/TaipeiTree.xml.

Author contributions

STC designed the study and acquired the funding. SW compiled the data and prepared all the tables. SW and STC both contributed to data analysis, preparation of figures, interpretation, and manuscript writing and review.

Funding

This study was supported by the Ministry of Science and Technology, Taiwan (Grant No. MOST 107-2621-M-002-004-MY3 and MOST 108-2621-M-002-010-MY3), and Academia Sinica (AS-SS-108-03-1).

Acknowledgments

We sincerely thank Dr. Emily Nicholson at Deakin University, Australia for her suggestions and assistance with English writing that greatly improved this manuscript. We highly appreciate the Central Weather Bureau, Ministry of Transportation and Communication, Taiwan (R.O.C.), and Parks and Street Lights Office, Taipei City Government, for providing the meteorological and street tree inventory data, respectively.

Conflict of interest

The authors declare that the research was conducted in the absence of any commercial or financial relationships that could be construed as a potential conflict of interest.

Publisher’s note

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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Summary

Keywords

urban forestry, ecosystem services, street trees, i-Tree Eco, artificial intelligence, self-organizing map (SOM)

Citation

Wei S and Cheng S (2022) An artificial intelligence approach for identifying efficient urban forest indicators on ecosystem service assessment. Front. Environ. Sci. 10:994389. doi: 10.3389/fenvs.2022.994389

Received

14 July 2022

Accepted

04 October 2022

Published

14 October 2022

Volume

10 - 2022

Edited by

Ling Shang, Nanjing vocational college of informaiton technolgoy, China

Reviewed by

Diogo Guedes Vidal, University of Coimbra, Portugal

Giuliano Maselli Locosselli, University of SĆ£o Paulo, Brazil

Rocco Pace, Karlsruhe Institute of Technology (KIT), Germany

Updates

Copyright

*Correspondence: Su‐Ting Cheng,

This article was submitted to Environmental Informatics and Remote Sensing, a section of the journal Frontiers in Environmental Science

Disclaimer

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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