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Scope
Mathematical Physics is no new discipline and there are already some very important and influential journals in the field, such as Communications in Mathematical Physics, the Journal of Mathematical Physics, and others, where the subject is quite clearly defined together with their different scopes. Mathematical Physics will share some of these aims but wants to provide a fresh new approach to the field. Traditionally, mathematical physics has been associated with rather rigorous mathematical formulations and this has had historically both positive and negative connotations: demanding absolute rigor in the construction of a waterproof scheme will most probably lower the speed of the pace to new discoveries and applications of the methods and will also restrict the class of specialists to a ghetto of a few connoisseurs. This is not in the spirit of Frontiers, but neither to create quick, false expectations with new theories lacking a decent basis and cross-checking. Physical ‘reality’ should be approached through simple but solid, far reaching, universal models. We aim at publishing all kind of results an all fields that are by general agreement associated with Mathematical Physics, comprising the mathematical formulation of classical (rational, analytical) mechanics, statistical mechanics, hydrodynamics, acoustics, thermodynamics, and classical and quantum field theories, the mathematical methods of quantum mechanics and quantum information, special functions of mathematical physics, modern relations between combinatorics and physics, etc. In a word, a very wide vision of the field with focus towards promising developments in the frontier of present day physics. Frontiers is always eager to consider solutions for any barriers to publication. In cases where authors genuinely do not have the means to pay our publishing fees, they can apply for full or partial waivers. Waivers are provided depending on the financial capability of the corresponding author of the paper. Priority is given to lower income countries, but individual limiting factors affecting the corresponding author are also taken into account.Indexed in: Scopus, Google Scholar, DOAJ, CrossRef, Chemical Abstracts Service (CAS), SAO/NASA ADS, Emerging Sources Citation Index, Inspire, CLOCKSS
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Mathematical Physics welcomes submissions of the following article types: Book Review, Code, Correction, Data Report, Editorial, General Commentary, Hypothesis and Theory, Methods, Mini Review, Opinion, Original Research, Perspective, Protocols, Review, Specialty Grand Challenge and Technology Report.
All manuscripts must be submitted directly to the section Mathematical Physics, where they are peer-reviewed by the Associate and Review Editors of the specialty section.
Articles published in the section Mathematical Physics will benefit from the Frontiers impact and tiering system after online publication. Authors of published original research with the highest impact, as judged democratically by the readers, will be invited by the Chief Editor to write a Frontiers Focused Review - a tier-climbing article. This is referred to as "democratic tiering". The author selection is based on article impact analytics of original research published in all Frontiers specialty journals and sections. Focused Reviews are centered on the original discovery, place it into a broader context, and aim to address the wider community across all of Physics and Applied Mathematics and Statistics.
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Avenue du Tribunal Fédéral 34
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Switzerland
Tel +41(0)21 510 17 40
Fax +41 (0)21 510 17 01
For all queries regarding manuscripts in Review and potential conflicts of interest, please contact physics.editorial.office@frontiersin.org
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