Analysis and PDE in Developing Countries: Proceedings of the ISAAC-ICMAM Conference, 2024 (Trends in Mathematics, 17) - Hardcover

Buch 149 von 156: Trends in Mathematics
 
9783032142108: Analysis and PDE in Developing Countries: Proceedings of the ISAAC-ICMAM Conference, 2024 (Trends in Mathematics, 17)

Inhaltsangabe

The current volume collects selected contributions from the ISAAC–ICMAM Conference of Analysis in Developing Countries 2024, organised jointly by the International Society for Analysis, its Applications and Computation (ISAAC) and the International Community of Mathematicians from Latin America (ICMAM Latin America). Topics covered include microlocal analysis, spectral theory, Clifford and hypercomplex analysis, pseudo-differential and Fourier integral operators, harmonic analysis over non-commutative structures, PDE on nilpotent Lie groups, fractional diffusion models, conservation laws, and dispersive equations. This book will be of interest to researchers working in these topics.

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Über die Autorin bzw. den Autor

Duván Cardona Sánchez is an FWO Research Fellow at Ghent University and a member of the Ghent Analysis and PDE Center. He is currently the Scientific Director of ICMAM Latin America and a member of the Board of Directors of ISAAC.

Uwe Kähler is a Professor at the University of Aveiro in Portugal. He served as President of ISAAC from 2021 to 2025 and is currently an Officer and a member of the Board of Directors of ISAAC. He is also  the Coordinator of  the group of Complex and Hypercomplex Analysis at CIDMA (Center for Research and Development in Mathematics and Applications).

 

Von der hinteren Coverseite

The current volume collects selected contributions from the ISAAC–ICMAM Conference of Analysis in Developing Countries 2024, organised jointly by the International Society for Analysis, its Applications and Computation (ISAAC) and the International Community of Mathematicians from Latin America (ICMAM Latin America). Topics covered include microlocal analysis, spectral theory, Clifford and hypercomplex analysis, pseudo-differential and Fourier integral operators, harmonic analysis over non-commutative structures, PDE on nilpotent Lie groups, fractional diffusion models, conservation laws, and dispersive equations. This book will be of interest to researchers working in these topics.

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