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This code is for Gauss-Jacobi Iteration method used in numerical analysis for solving multivariable simultaneous equations that are not solvable manually or even by calculator using matrix principles.

Although large language models (LLMs) such as GPT-4 and LLaMA are rapidly reimagining modern-day applications, their inference is slow and difficult to optimize because it is based on autoregressive ...

Abstract: In this paper, an FPGA-based single precision floating point hybrid iterative architecture for solving a linear system of equations is proposed. The novel architecture implements ...

Abstract: In recent years, the distributed analytical representation and iterative technique (DARIT) based on the Jacobi iteration method (Jacobi-DARIT-field) and the Gauss-Seidel iteration method ...

ABSTRACT: In this paper, Aitken’s extrapolation normally applied to convergent fixed point iteration is extended to extrapolate the solution of a divergent iteration. In addition, higher order Aitken ...

In recent years, a number of preconditioners have been applied to solve the linear systems with Gauss-Seidel method (see [1-7,10-12,14-16]). In this paper we use S l instead of (S + S m) and compare ...