EDP Sciences 1787530228 20260824 fre

laboutique.edpsciences.fr-R002899 02 01 01 R002899 00 ED E107 00 01 01 Ginzburg-Landau Equations 01 eng 08 602 03 22 151623416 17 01 P15 EDP Sciences & Science Press 01 01 P15 EDP Sciences & Science Press 11 00 20260828 02 01 003069 03 9782759841110 15 9782759841110 03 01 D1 EDP Sciences 45 03 laboutique.edpsciences.fr-003069 02 01 01 003069 03 9782759841110 15 9782759841110 10 EA E107 10 00 01 R002899 ED E107 1 10 01 02 Current Natural Sciences 01 01 Ginzburg-Landau Equations 1 A01 01 A2205 Boling GUO GUO, Boling Boling GUO <p>Boling GUO is a Member of the Chinese Academy of Sciences (CAS) and researcher at the Beijing Institute of Applied Physics and Computational Mathematics. His research interests include nonlinear evolution equations, soliton theory, infinite-dimensional dynamical systems, stochastic infinite-dimensional dynamical systems, and fractional partial differential equations. He has authored more than 800 journal papers and over 10 books.</p> <p>Guo Boling, an academician of Chinese Academy of Sciences, a renowned expert in applied mathematics and computational mathematics, research fellow of Institute of Applied Physics and Computational Mathematics, has made great achievements in qualitative and numerical study on the solutions, soliton solutions of nonlinear evolution equations, as well as infinite-dimensional dynamical systems. In addition to over 700 essays published on important journals home and abroad, he is the author of over ten books and 15 volumes of essays. He is the winner of the first prize and the third prize of National Natural Science Award, Guanghua Engineering Science and Technology Award, the Ho Leung Ho Lee (HLHL) Foundation Award, etc.</p> 2 A01 01 A2494 Murong JIANG JIANG, Murong Murong JIANG <p>Murong JIANG is Professor at the School of Information Science and Technology, Yunnan University. His research focuses on partial differential equations, artificial intelligence, image processing, and computer vision. He has published more than 70 papers in leading national and international journals.</p> 3 A01 01 A2495 Yongsheng LI LI, Yongsheng Yongsheng LI <p>Yongsheng LI is Professor at the School of Mathematics, South China University of Technology. His research interests include nonlinear evolution equations and infinite-dimensional dynamical systems. His scientific contributions include more than 80 publications in prestigious journals.</p> 01 eng 01 20 Asymptotic;supraconductivity;harmonic maps;partial differential equations;analysis 10 2011 MAT007020 29 CLIL3054 01 515 05 06 03 00 <p>This book presents a comprehensive overview of recent advances in the study of the Ginzburg-Landau (GL) equations. Organized into five chapters, it introduces the physical background of the GL equations before discussing the existence of global solutions and their asymptotic behavior in one- and higher-dimensional settings. It further examines applications of the GL equations to superconductivity and explores the connections between the GL model and harmonic maps.</p><p>Serving as both an introduction and a research reference, the book is intended for researchers in mathematics, physics, mechanics, and related disciplines, as well as university teachers, advanced undergraduate students, and graduate students wishing to deepen their understanding of the theory and applications of the Ginzburg–Landau equations.</p> 02 00 <p>This book presents a comprehensive overview of recent advances in the study of the Ginzburg-Landau (GL) equations.</p> 04 00 <p>See 'Complements'</p> 21 00 06 01 https://laboutique.edpsciences.fr/produit/1601/9782759841110/ginzburg-landau-equations 01 00 03 02 https://laboutique.edpsciences.fr/system/product_pictures/data/009/983/674/original/9782759841104-Ginzburg-Landau_Equations_couv-sofedis.jpg 17 14 20260814T101319+0200 01 P15 EDP Sciences & Science Press 01 01 P15 EDP Sciences & Science Press 02 11 00 20260828 01 00 20260828 19 00 20260828 2026 06 3052868830012 01 WORLD 13 03 9782759841004 15 9782759841004 WORLD 08 EDP Sciences & Science Press 02 01 00 20260828 03 01 D1 EDP Sciences 10 04 05 01 02 1 00 104.99 01 5.50 5.47 EUR 04 06 01 02 1 00 366.99 01 5.50 5.47 EUR 01 04 06 01 02 1 00 403.99 01 5.50 21.06 USD 01