Journal of Mathematical Study
Associate Editor-in-ChiefBo Guan
Aims and Scope
Journal of Mathematical Study (JMS) is a comprehensive mathematical journal published jointly by Global Science Press and Xiamen University. It publishes original research and survey papers, in English, of high scientific value in all major fields of mathematics, including pure mathematics, applied mathematics, operational research, and computational mathematics. JMS is edited by a group of leading researchers and aims to become a premier mathematical journal.
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Special issues in honor of Prefessors Alice Chang and Paul Yang were published in issue 4 vol. 53 (2020) and issues 1 and 2 vol. 54 (2021).2021-04-26
The Editor-in-Chief Jie Shen was elected as a Fellow of Society for Industrial and Applied Mathematics (SIAM) in 2020.2020-04-02
The Associate Editor Binyong Sun was elected as an Academician of the Chinese Academy of Sciences in 2019.2019-11-22
The new editorial board of JMS is formed in January 2019.2019-03-06
Featured Articles more
Efficient and Energy Stable Scheme for an Anisotropic Phase-Field Dendritic Crystal Growth Model Using the Scalar Auxiliary Variable (SAV) Approach
by Xiaofeng Yang, J. Math. Study, 53 (2020), pp. 212-236.
PowerNet: Efficient Representations of Polynomials and Smooth Functions by Deep Neural Networks with Rectified Power Units
by Bo Li, Shanshan Tang & Haijun Yu, J. Math. Study, 53 (2020), pp. 159-191.
The Direct Robin Boundary Value Parabolic System of Time-Resolved Diffuse Optical Tomography with Fluorescence
by Zakaria Belhachmi, Guillaume Dollé, Christophe Prud'homme & Murielle Torregrossa, J. Math. Study, 52 (2019), pp. 341-358.
Open Access Articles more
Computation of Shape Derivatives in Electromagnetic Shaping by Algorithmic Differentiation
Karsten Eppler, Helmut Harbrecht, Sebastian Schlenkrich & Andrea Walther, J. Math. Study, 52 (2019), pp. 227-243.
Ill-Posedness of Inverse Diffusion Problems by Jacobi's Theta Transform
Faker Ben Belgacem, M. Djalil Kateb & Vincent Robin, J. Math. Study, 51 (2018), pp. 115-130.
Cubature Points Based Triangular Spectral Elements: An Accuracy Study
Richard Pasquetti & Francesca Rapetti, J. Math. Study, 51 (2018), pp. 15-25.Open Access Policy