Determining Linear Shift Register Generating Polynomials Using Fourier Transform
A Fourier Transform Approach for Solving Linear Shift Register Generating Polynomials with Implementation Considerations
EEMD Solution Toolbox
An EEMD solution toolbox containing the main EEMD program that can be directly invoked with support for signal decomposition and intrinsic mode function extraction
Householder Transformation Method Implementation for Zernike Polynomial Wavefront Fitting
MATLAB program implementing Householder transformation method for solving Zernike polynomial wavefront fitting coefficients with robust handling of ill-conditioned equations through QR decomposition approach
Solving Wave Equations Using Finite Difference Methods
Applying finite difference equations to solve wave equations with configurable boundary conditions using numerical discretization approaches
Finite Element Method for Solving Elliptic Partial Differential Equations
Numerical solution of elliptic equations using finite element method with code implementation insights
Solving Elliptic Partial Differential Equations Using the Finite Element Method
Implementation of the finite element method for solving elliptic partial differential equations with code-oriented algorithm explanations
Solving Public Housing Fund Problems Using Difference Equations
MATLAB Laboratory Course on Solving Public Housing Fund Problems with Difference Equations - Complete with Source Code Implementation
Floyd Algorithm for Shortest Path Calculation with Path Reconstruction
Implementation of Floyd's algorithm for computing shortest paths in weighted graphs, including complete path restoration functionality. The validated codebase features comprehensive inline comments for enhanced clarity and maintainability.
Structural Kinematics Analysis
Analytical solution for special structural kinematics, calculating three-bar lengths and ground coordinate system origins, implementing transformation matrices between different modules with code implementation approaches
Solving an Ill-Posed Problem Using the L-Curve Method
This program implements the L-curve method to solve an ill-posed problem, demonstrating practical regularization parameter selection techniques with accompanying code examples and algorithmic explanations.