Nonlinearly-Stable High-Order Methods on Simplices with Improved Efficiency - presented by David Zingg

Nonlinearly-Stable High-Order Methods on Simplices with Improved Efficiency

David Zingg

DZ
Slide at 00:49
Nonlinearly-stable high-order methods on simplices with improved efficiency
David W. Zingg
University of Toronto Institute for Aerospace Studies
Jameson-Kim-Wang Symposium
Stanford, December 2024
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Summary (AI generated)

Our next speaker is Professor David Zing from the University of Toronto. Professor Zing specializes in flow solvers, aerodynamics, shape optimization, and unconventional aircraft configurations, driven by the need to mitigate climate change impacts.

In his talk, he will discuss nonlinearly stable high-order methods with improved efficiency. Professor Zing will present the innovative work of two of his students, who have revitalized an existing concept to develop new methodologies.

Thank you for the introduction, and I appreciate the invitation to speak at this esteemed symposium. I will now proceed directly to my presentation, as this audience is well-versed in high-order methods and does not require introductory explanations.