Self-Developed Newton's Iteration Method Program for Solving Bivariate Quadratic Equations

Custom Newton's iteration method program for solving bivariate quadratic equations with user-configurable iteration steps and precision control

Fourth-Order Runge-Kutta Method for Numerical Solution of First-Order Differential Equations

The fourth-order Runge-Kutta method provides a numerical solution for first-order differential equations with customizable iteration steps and precision, making it ideal for computational method beginners. Implementation typically involves calculating four slope estimates per step to achieve high accuracy.

Algebraic Reconstruction Technique for Inverse Problem Solving

Algebraic Reconstruction Method for solving inverse problems with equation Ax=b, taking matrix A, column vector b, and iteration count k as inputs to compute the solution vector x through iterative optimization