The field of optimal control in partial differential equations (PDEs) focuses on determining the best possible control strategies to influence systems described by PDEs and to achieve specific ...
Consider the initial value problem for systems of linear ordinary differential equations which contain two different time scales, a slow one and a fast one. Under very general conditions the solution ...
Error estimates for fully discretized particle or simulation methods for multidimensional Vlasov-Poisson systems are provided. The treatment requires stability ...
This project implements numerical methods to solve systems of nonlinear equations using Python. The solution leverages Newton's method for approximating the roots of the system, and MATLAB is used for ...
Observations on nodal and loop analysis that can save a fair amount of scribbling of equations when using Kirchhoff's laws. In a previous Idea for Design, Anshi Chen outlined a method for analyzing ...
Abstract: This paper presents a novel hardware approach for solving systems of linear equations by leveraging in-memory computing (IMC) with memristive crossbar arrays. Unlike conventional ...
Abstract: This paper focuses on the performance analysis of time-varying fading channels, introducing a new general metric called fade duration. Fade duration measures the time during which a signal ...
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