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MATHEMATICS FOR APPLICATIONS

DOI prefix: 10.13164. Ndash; and sent to. Faculty of Mechanical Engineering. Brno University of Technology. Vol 4 No. 1. (2015). K K Haugen and S. Vatne. A game of asymmetric information between a therapist and a mentally ill patient. DOI: 10.13164/ma.2015.01. Mathematical analysis of continuous time active and adaptive dynamics of artificial neural network in star shape. DOI: 10.13164/ma.2015.02. N Lekkoksung and J. Koppitz. A note on finite generated subsemigroups of T(X,Y).

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DOI prefix: 10.13164. Ndash; and sent to. Faculty of Mechanical Engineering. Brno University of Technology. Vol 4 No. 1. (2015). K K Haugen and S. Vatne. A game of asymmetric information between a therapist and a mentally ill patient. DOI: 10.13164/ma.2015.01. Mathematical analysis of continuous time active and adaptive dynamics of artificial neural network in star shape. DOI: 10.13164/ma.2015.02. N Lekkoksung and J. Koppitz. A note on finite generated subsemigroups of T(X,Y).

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MATHEMATICS FOR APPLICATIONS | ma.fme.vutbr.cz Reviews

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DOI prefix: 10.13164. Ndash; and sent to. Faculty of Mechanical Engineering. Brno University of Technology. Vol 4 No. 1. (2015). K K Haugen and S. Vatne. A game of asymmetric information between a therapist and a mentally ill patient. DOI: 10.13164/ma.2015.01. Mathematical analysis of continuous time active and adaptive dynamics of artificial neural network in star shape. DOI: 10.13164/ma.2015.02. N Lekkoksung and J. Koppitz. A note on finite generated subsemigroups of T(X,Y).

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Publication Ethics and Publication Malpractice Statement. Our ethics statements are based on the guidelines and standards developed by the Committee on Publication Ethics (COPE) and available at http:/ publicationethics.org/files/u2/New Code.pdf. Any kind of unethical behavior is not acceptable, plagiarism is not tolerated in any of its forms. The relevant duties and responsibilities of authors, reviewers, and Editor-in-Chief include:. 1 Authors are responsible for. 2 Reviewers are responsible for. Notif...

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Vol 1 No. 2. (2012). Outline of Nguetseng's approach to non-periodic homogenization. On a two-point boundary value problem for third-order linear functional differential equations. Part II. Estimating performance characteristics through observed Nash equilibria. K K Haugen and H. Bremnes. The health queuing game. Axiomatic differential geometry I-1 - towards model categories of differential geometry. Axiomatic differential geometry II-1 - vector fields. Note on distributive posets.

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Manuscripts of papers intended for publication in Mathematics for Applications (MA) must be. Written in English with a preferred length of up to 20 pages. Authors are encouraged to send. Manuscripts in single PDF files to ma@fme.vutbr.cz. The final form of a manuscript must be. Written in LATEX using the MA style (the style file and the template needed can be downloaded. At http:/ ma.fme.vutbr.cz). Upon acceptance, authors will be requested to send the source. For the references style.

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Vol 2 No. 2. (2013). On exponentiation and multiplication of n-ary hyperalgebras. DOI: 10.13164/ma.2013.08. Optimal treatment strategies for musculoskeletal diseases. DOI: 10.13164/ma.2013.09. DOI: 10.13164/ma.2013.10. From Lie algebras to Lie groups within synthetic differential geometry: Weil sprouts of Lie's third fundamental theorem. DOI: 10.13164/ma.2013.11. Mathematical evolution in discrete networks. DOI: 10.13164/ma.2013.12. Z Vaziry and D. Leseberg. DOI: 10.13164/ma.2013.13.

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Jaroslav Hrdina, Luděk Nechvátal. Takashi Agoh (Tokyo University of Science). Reneta P. Barneva (State University of New York at Fredonia). Jan Čermák (Brno University of Technology). Erzsébet Csuhaj-Varjú ( Loránd Eötvös University Budapest). Miroslav Doupovec (Brno University of Technology). Miloslav Druckmüller (Brno University of Technology). Eraldo Giuli (University of L'Aquila). Radomír Halaš (Palacký University, Olomouc). David Holgate (University of the Western Cape, Cape Town).

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MATHEMATICS FOR APPLICATIONS

DOI prefix: 10.13164. Ndash; and sent to. Faculty of Mechanical Engineering. Brno University of Technology. Vol 4 No. 1. (2015). K K Haugen and S. Vatne. A game of asymmetric information between a therapist and a mentally ill patient. DOI: 10.13164/ma.2015.01. Mathematical analysis of continuous time active and adaptive dynamics of artificial neural network in star shape. DOI: 10.13164/ma.2015.02. N Lekkoksung and J. Koppitz. A note on finite generated subsemigroups of T(X,Y).

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