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Journal of Mathematical Sciences Q0

期刊收录：
Scopus

基本信息

期刊ISSN：
1072-3374
期刊简拼：
年发文章数：
0
E-ISSN：
1573-8795
Gold OA文章占比
0.00%
研究文章占比：
0.00%
是否OA：
No
Jcr分区：
Q0
中科院分区：

出版信息

出版商：
Springer Nature
涉及研究方向：
Mathematics-Mathematics (all)
出版国家：
出版语言：
出版周期：
54 issues per year
出版年份：

2023-2024最新影响因子:0
自引率:N.A.
五年影响因子:0
JCI期刊引文指标:0
h-index:暂无h-index数据
CiteScore:0.70

期刊关键词

0区 Scopus

期刊简介

Journal of Mathematical Sciences is now open for direct submissions which will complement English language translations from 11 Russian- and Ukrainian-language source journals. The content of the Journal of Mathematical Sciences is divided into Series A and Series B.

Series A includes direct submissions. The submitted articles must be written in English and should be in the broad focus of the journal as described below. All direct submissions will be reviewed by an international Editorial Board headed by Prof. Alexey Karapetyants and accepted papers will receive professional copyediting. The regular review policy will be applied to each paper: at least two positive independent anonymous reports will be required for the acceptance of the manuscript. Direct submissions must meet high scientific publication standards with clear evidence of the novelty and scientific importance of the results.

The broad scope of the direct submission can be expressed in the sentence “Mathematical analysis in a broad sense”. This means that primarily the Editorial Board are interested in manuscripts in the following fields of study: Mathematical analysis: real and complex variable methods; Ordinary and Partial differential equations; Fractional integrodifferentiation and applications; Mathematical physics; Function theory; Functional analysis; Applied analysis; Dynamical systems; Approximations; Optimization and Optimal Control; Harmonic analysis: real and complex variable methods; Operator theory; Applied harmonic analysis; Analytical methods in probability theory and Mathematical statistics; Mathematical biology; and applications of fields close or related to harmonic analysis, PDE's, Machine learning. neural networks and other fields mentioned above.

Please consult the list above if you decide to submit in the JMS Series A (direct submission) so that your contribution fits into the thematic spectrum of the series.

Series B includes only English language translations from 11 Russian- and Ukrainian-language source journals, and the broad scope of articles that are originating from the above-mentioned source journals covers a wide range of topics, including mathematical analysis, probability, statistics, algebra, geometry, mathematical physics, wave propagation, stochastic processes, boundary value problems, linear operators, and number and function theory. To submit your manuscript to one of the source journals please contact the respective EiC directly (see the Editorial Board information).

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