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Distributed optimization of nonconvex multiagent systems: Theory and applications
The focus of this dissertation is to provide a unified and efficient solution method to the general nonconvex optimization problems arise from the multiagent systems. A new class of distributed and parallel algorithms with ...
Out of Plane: Utilizing Auxetic Origami Systems to Optimize Synclastic Curvature
Auxetic geometry, which can be defined as geometry which expands in a direction perpendicular to a tensile force and contracts in a direction perpendicular to a compressive force, has found application at multiple scales ...
Numerical solution of elastoplasticity and poroelasticity problems using optimization approaches and mixed finite elements
Application of nonlinear mechanics of materials and multiphysics simulation of flow and mechanics encompasses a large class of problems in seismic analysis of structures, mechanics of fully/partially saturated soil, ...