Journal of Modern Dynamics

Journal of Modern Dynamics
DisciplineMathematics
LanguageEnglish
Edited byGiovanni Forni
Publication details
History2007–present
Publisher
American Institute of Mathematical Sciences (United States)
FrequencyContinuous
Standard abbreviations
ISO 4J. Mod. Dyn.
MathSciNetJ. Mod. Dyn.
Indexing
ISSN1930-5311 (print)
1930-532X (web)
LCCN2006214428
OCLC no.64573835
Links

The Journal of Modern Dynamics is a peer-reviewed scientific journal of mathematics published by the American Institute of Mathematical Sciences with the support of the Anatole Katok Center for Dynamical Systems and Geometry (Pennsylvania State University).[1] The editor-in-chief is Giovanni Forni (University of Maryland College Park).

History

The journal was established in 2007 with Anatole Katok as the founding editor-in-chief.[2] It covers the theory of dynamical systems with particular emphasis on the mutual interaction between dynamics and other major areas of mathematical research: number theory, symplectic geometry, differential geometry, rigidity, quantum chaos, Teichmüller theory, geometric group theory, and harmonic analysis on manifolds. Until 2015 the journal was published quarterly. Since then, accepted papers are published online first and a single printed volume is published yearly.[1]

Abstracting and indexing

The journal is abstracted and indexed in:

According to MathSciNet, the journal has a 2018 Mathematical Citation Quotient of 0.89.[5]

References

  1. ^ a b "Journal of Modern Dynamics".
  2. ^ "Editorial board: Founder of the journal". Archived from the original on 2019-08-31. Retrieved 2019-08-31.
  3. ^ a b "Master Journal List". Intellectual Property & Science. Clarivate Analytics. Retrieved 2019-08-31.
  4. ^ "Journal of Modern Dynamics". MIAR: Information Matrix for the Analysis of Journals. University of Barcelona. Retrieved 2019-08-31.
  5. ^ a b "Journal of Modern Dynamics". MathSciNet. American Mathematical Society. Retrieved 2019-08-31.
  6. ^ "Source details: Journal of Modern Dynamics". Scopus Preview. Elsevier. Retrieved 2019-08-31.
  7. ^ "Serials Database". Zentralblatt MATH. Springer Science+Business Media. Archived from the original on 2017-11-07. Retrieved 2019-08-31.