I am an Assistant Professor of Applied Mathematics specializing in geometrical control theory and symplectic geometry. My research on nonholonomic dynamical systems blends theoretical and practical approaches. I earned his Ph.D. in Applied Mathematics, focusing on the dynamics of these systems. I am a dedicated educator and mentor, with numerous publications and several awards recognizing my contributions to the field.
Geometric control theory Symplectic geometry Nonholonomic dynamical systems
This paper is concerned with studying symbolic m-plithogenic vector spaces with finite orders between 6 and 10, where it defines and characterizes the AH-subspaces, AH-kernels, and AH- linear transformations in five different symbolic m-plithogenic spaces (6-plithogenic, 7-plithogenic,10-plithogenic vector spaces). Also, we prove many theorems that describe the computation of the kernels and direct images of the plithogenic AH-linear transformations.
Hello Researchers, I hope everyone is doing well. I am Dr. Mutaz Mohamed Abbas Ali, and I am currently exploring potential collaboration…