Advances in Applied Mathematics Conference in Memoriam of Professor Saul Abarbanel, Tel Aviv University

Abstract

The main topic of the Conference is numerical solution of partial differential equations (PDEs). Its primary objective is to review the recent progress in both theory and computation of PDEs that arise from applications of keen practical importance, with particular focus on electromagnetism, acoustics, and fluid mechanics. By bringing together a unique collection of experts in these areas, with backgrounds ranging from analysis to practical implementation, the Conference will promote the exchange of ideas and thus pave the way toward advancing the critical numerical capabilities, such as high order accurate approximations, algorithms with minimal complexity, and projection-based model order reduction. All these capabilities are aimed at drastically improving the efficiency of large-scale computer simulations at the nexus of many modern technologies.

Document Details

• Document Type: Technical Report
• Publication Date: Sep 30, 2019
• Accession Number: AD1099041

Entities

People

• Semyon V. Tsynkov

Organizations

• North Carolina State University

Tags

Communities of Interest

• Air Platforms
• Autonomy
• Ground and Sea Platforms

DTIC Thesaurus Topics

• Acoustic Waves
• Acoustics
• Algorithms
• Applied Mathematics
• Cauchy Problem
• Computational Fluid Dynamics
• Computational Science
• Computer Simulations
• Crystal Structure
• Differential Equations
• Drug Resistance
• Dynamics
• Elastic Waves
• Equations
• Fluid Mechanics
• High Resolution
• Inverse Problems
• Machine Learning
• Materials
• Mathematical Models
• Mathematics
• Models
• Partial Differential Equations
• Physical Theories
• Shallow Water
• Space Sciences
• Synthetic Aperture Radar
• Universities
• Wave Equations

Readers

• Finite Element Method (FEM) for solving Partial Differential Equations (PDEs)
• Research Science/Academic Research
• Systems Analysis and Design