applied mathematics

Towards Flexible Polyhedral Nets

Pirahmad Olimjoni, Ph.D. Student, Applied Mathematics and Computational Science

Nov 10, 14:30 - 15:30

B4 L5 R5209

Isotropic Geometry discrete differential geometry applied mathematics algorithms optimization

This thesis research provides a comprehensive classification of flexible geometric nets of arbitrary size in both Euclidean and isotropic geometries, revealing that only two distinct classes exist in each setting and demonstrating their relationship to mechanical design.

Juan Pablo Muñoz Díaz

Ph.D. Student, Applied Mathematics and Computational Science

applied mathematics bioscience Dynamical Systems deep learning bifurcation theory

Peter Schmid

Professor, Mechanical Engineering

quantitative flow analysis applied mathematics Earth systems aerospace design energy efficiency

Professor Schmid's research interests are in theoretical and computational fluid dynamics, with emphasis on hydrodynamic stability theory, flow control, model reduction and system identification. He is also interested in computational techniques for flow optimization and quantitative flow analysis.

Pirahmad Olimjoni

Ph.D. Student, Applied Mathematics and Computational Science

discrete differential geometry applied mathematics Mathematical Analysis