收敛性 Resources

Showing items tagged with "收敛性"

Application Background: This algorithm implements an iterative procedure for solving large sparse systems of equations, demonstrating good convergence properties. While iteration time becomes longer for extremely large systems - a notable limitation - the method significantly improves computational efficiency for solving linear equations and delivers accurate solutions. Key Technology: The SiRT algorithm provides an efficient iterative approach for large sparse linear systems with robust convergence characteristics. Although computational time increases with system size, it remains a practical tool that produces reliable numerical solutions while enhancing overall solving capabilities.

MATLAB 216 views Tagged

This project implements multipath simulation of the LMS (Least Mean Square) algorithm using Simulink, verifying that the LMS system maintains excellent convergence and tracking performance even in multipath environments. The simulation includes adaptive filter implementation, channel modeling, and performance analysis.

MATLAB 223 views Tagged

Application Background: Particle Swarm Optimization (PSO) is a prominent swarm intelligence algorithm that has become a research hotspot in stochastic optimization. Quantum-behaved Particle Swarm Optimization (QPSO) introduces quantum mechanical principles to probabilistically enhance traditional PSO. Key Technology: By incorporating quantum behavior, QPSO achieves superior convergence compared to basic PSO, demonstrating excellent performance across various applications. Code implementation typically involves quantum state probability distributions for position updates and delta potential well models for particle trajectory control.

MATLAB 256 views Tagged

This program demonstrates an enhanced version of the least mean squares (LMS) algorithm - the normalized LMS algorithm, which offers superior convergence properties compared to traditional LMS. The implementation includes comparative plots showing performance differences, with code-based analysis of key parameters like step size normalization and error calculation.

MATLAB 241 views Tagged