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Mathematics - Applications | Applications of Mathematics – incl. option to publish open access

Applications of Mathematics

Applications of Mathematics

Editor-in-Chief: Jan Brandts

ISSN: 0862-7940 (print version)
ISSN: 1572-9109 (electronic version)

Journal no. 10492

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  • Applications of Mathematics publishes original research papers of high scientific level that are directed towards the use of mathematics in different branches of science. The emphasis of the papers is on a solid mathematical analysis of problems from applications, in the form of proofs of mathematical theorems that are typically of more general use than only for the application under consideration. The journal publishes theorems on solutions to (partial) differential, integral, algebraic and stochastic equations, such as their well-posedness, their relevant properties, and their (numerical) approximation. Also papers on variational (in-)equalities, optimization and probability and statistics are welcomed. All contributions should be well motivated by real-life applications from scientific areas such as engineering, physics, econometrics, and biology.

More information is available at the publishers' website via the following link:
http://am.math.cas.cz/

The journal is published by the Institute of Mathematics, Czech Academy of Sciences and distributed by Springer.

Related subjects » Analysis - Applications - Classical Continuum Physics - Computational Intelligence and Complexity - Mathematics - Theoretical, Mathematical & Computational Physics

Impact Factor: 0.618 (2016) * 

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    2016 Impact Factor
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    Applications of Mathematics publishes original research papers of high scientific level that are directed towards the use of mathematics in different branches of science. The emphasis of the papers is on a solid mathematical analysis of problems from applications, in the form of proofs of mathematical theorems that are typically of more general use than only for the application under consideration. The journal publishes theorems on solutions to (partial) differential, integral, algebraic and stochastic equations, such as their well-posedness, their relevant properties, and their (numerical) approximation. Also papers on variational (in-)equalities, optimization and probability and statistics are welcomed. All contributions should be well motivated by real-life applications from scientific areas such as engineering, physics, econometrics, and biology.

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