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Applicable Analysis
An International Journal
Volume 97, 2018 - Issue 14
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Articles

Global regularity for a special family of axisymmetric solutions to the three-dimensional magnetic Bénard problem

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Pages 2533-2543 | Received 31 May 2017, Accepted 03 Sep 2017, Published online: 18 Sep 2017

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Read on this site (3)

Liangliang Ma & Lei Zhang. (2020) Blow-up criteria for the 2½D magnetic Bénard fluid system with partial viscosity. Applicable Analysis 99:8, pages 1271-1299.
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Liangliang Ma. (2019) Global regularity results for the D magnetic Bénard system with mixed partial viscosity. Applicable Analysis 98:6, pages 1143-1164.
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Articles from other publishers (6)

Dandan Ma, Andrea Scapellato & Fan Wu. (2024) Conditional regularity for the 3D magnetic Bénard system in Vishik spaces. Applied Mathematics Letters 154, pages 108996.
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Zujin Zhang & Jinfan Rao. (2022) Global well-posedness of 3D axisymmetric MHD system with large swirl magnetic field. Journal of Mathematical Analysis and Applications 516:1, pages 126483.
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Xinghong Pan. (2022) Global Regularity of Solutions for the 3D Non-resistive and Non-diffusive MHD-Boussinesq System with Axisymmetric Data. Acta Applicandae Mathematicae 180:1.
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Xulong Qin, Hua Qiu & Zheng-an Yao. (2022) Global Stability of Large Solutions to the 3D Magnetic Bénard Problem. Acta Mathematica Scientia 42:2, pages 588-610.
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Liangliang Ma & Lei Zhang. (2018) Global existence of weak solution and regularity criteria for the 2D Bénard system with partial dissipation. Boundary Value Problems 2018:1.
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Liangliang Ma. (2018) Blow-Up Criteria and Regularity Criterion for the Three-Dimensional Magnetic Bénard System in the Multiplier Space. Results in Mathematics 73:3.
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