Journal Finder

Computational Mathematics and Mathematical Physics

AbbreviationComput. Math. and Math. Phys.
Journal Impact0.62
Quartiles(Global)PHYSICS, MATHEMATICAL(Q4)
ISSN0965-5425, 1555-6662
h-index33

Computational Mathematics and Mathematical Physics is a monthly journal published in collaboration with the Russian Academy of Sciences. The journal includes reviews and original papers on computational mathematics, mathematical physics methods, informatics, and other mathematical sciences. We welcome submissions of reviews and original articles in English or Russian from authors worldwide.

HomepageSubmission URL
Publication InformationPublisher: Pleiades PublishingPublishing cycle: MonthlyJournal Type: journalOpen Access Journals: No
Basic dataYear of publication: 1999Proportion of original research papers100.00%Self Citation Rate:28.60%Gold OA Rate: 0.40%
Average review cycle 网友分享经验:偏慢,4-8周
Average recruitment ratio网友分享经验:容易

Journal Citation Format

Those examples are references to articles in scholarly journals and how they are supposed to appear in your bibliography.

Not all journals organize their published articles in volumes and issues, so these fields are optional. Some electronic journals do not provide a page range, but instead list an article identifier. In a case like this it's safe to use the article identifier instead of the page range.

A journal article with 1 author

A journal article with 2 authors

A journal article with 3 authors

A journal article with 5 or more authors

Books Citation Format

Here are examples of references for authored and edited books.

Thesis Citation Format

Web sites Citation Format

Sometimes references to web sites should appear directly in the text rather than in the bibliography.

Patent Citation Format

Staying up late manually editing references? ivySCI automatically matches journals and helps you generate references with a single click.

Click the button below to start a free trial!

Download ivySCI

Share Submission Experience

Share my experience, help you go further

Reading Articles

Necessary Optimality Conditions of the First and Second Order in a Single-Step Control Problem Described by a Difference Equation and a Volterra-Type Integro-Differential Equation

2024-10-1

Global Optimum Search in the Network Design Problem

2024-10-1

Richardson’s Third-Order Difference Scheme for the Cauchy Problem in the Case of Transport Equation

2024-10-1

Asymptotic Analysis of Eigenvalues for Concentrated Masses Approaching One Another

2024-10-1

Controller Design in a Natural Basis of a Linear System

2024-10-1

Latest Articles

Built withby Ivy Science