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Journal of Geometric Mechanics

Guide for authors

Networks and Heterogeneous Media (NHM) will fully migrate to the AIMS Press website by the end of 2022. If you would like to submit a manuscript, please do so from the new journal homepage.

Content: Topics covered by submitted papers should be consistent with the aim and scope of the journal. Topics include:

1.   Lagrangian and Hamiltonian mechanics
2.   Symplectic and Poisson geometry and their applications to mechanics
3.   Geometric and optimal control theory
4.   Geometric and variational integration
5.   Geometry of stochastic systems
6.   Geometric methods in dynamical systems
7.   Continuum mechanics
8.   Classical field theory
9.   Fluid mechanics
10.   Infinite-dimensional dynamical systems
11.   Quantum mechanics and quantum information theory
12.   Applications in physics, technology, engineering, and the biological sciences
More detailed information on the topics covered by the journal is provided by the fields of research of the members of the editorial board.

Style: All papers should contain complete proofs of principal results. There are no restrictions on the size of any individual paper. Papers with a comprehensive treatment of an important area, including a detailed and illuminating treatment of necessary background, will be given favorable consideration. Expository papers are welcome.

Each paper requires an abstract not exceeding 200 words summarizing the techniques, methods, and main conclusions. To facilitate keywords searching and indexing, all manuscripts shall contain AMS subject classification information and keywords.

Submission and review protocol:

Click EditFlow to submit an article. Contact with technical problems.

Citations  (1) Each citation and reference in your manuscript must play an essential role.  (2) An explanation for each reference must be clearly integrated into the narrative of your manuscript.  (3) Do not cite any reference if your paper is not affected without it.

1.   All submissions to the Journal of Geometric Mechanics are electronic.
2.   Manuscripts sent to editors can be either:
   (a)   handled by the editor, i.e., reviewers are chosen by the editor (in this case, the Editor-in-Chief will be informed of the choice of reviewers and will receive a copy of all correspondence regarding the paper);
   (b)   sent to the Editor-in-Chief in case the editor is overloaded or does not feel comfortable about managing the reviews of the paper.
3.   Manuscripts sent to the Editor-in-Chief, either directly or from an editor, will be sent to one of the editors who will manage the selection of reviewers.
4.   All papers eventually published will be reviewed and reports will be procured from at least two reviewers. Usually a decision will be communicated to the author(s) within 2 months of submission, and the editorial board is committed to rendering a decision within 6 months in all cases.
5.   The final decisions about papers will be taken by the Editor-in-Chief and the two Managing Editors based on the recommendation of the corresponding Editorial Board member and the referees' reports. In case of drastically differing evaluations of the referees, one or more adjudicators are consulted.

Final manuscript preparation: Authors of accepted manuscripts should prepare their final LaTeX file using the AIMS template, which can be downloaded from the web page Tex file preparation.

At AIMS, we do everything we can to have your article reach as many interested readers as possible, and we encourage authors to do the same. Please consider sharing a link to your article on relevant social media such as ResearchGate and LinkedIn.

Article Repository Policy

How to write and publish a math paper
This presentation may serve as a guide for junior researchers to improve the composition of their first articles. Use of this guide could increase the chances that an article resonates with peers and referees and garners more success overall.

How to Promote Your Published Article

2021 Impact Factor: 0.737
5 Year Impact Factor: 0.713
2021 CiteScore: 1.3



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