Matlab实现 Resources

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The Recursive Least Squares (RLS) algorithm, originally proposed by the renowned mathematician Gauss in 1795, represents a classical data processing methodology. Gauss established that when inferring unknown parameters from observed data, the most probable values are those that minimize the sum of squared differences between actual observations and calculated values, weighted by their precision measures - this forms the foundation of the famous least squares method. Widely applied in adaptive signal filtering analysis, the RLS algorithm offers rapid convergence and insensitivity to eigenvalue dispersion in autocorrelation matrices. However, it demands substantial computational resources. This chapter focuses on RLS-based data prediction techniques and their practical MATLAB implementation, including key algorithmic components and code optimization strategies.

MATLAB 221 views Tagged

MATLAB implementation of network models featuring random networks, small-world networks, and scale-free networks with topological property analysis programs. This toolkit enables rapid generation of diverse network types and comprehensive analysis of complex network characteristics through integrated topology computation functions, offering high code readability and modular implementation.

MATLAB 220 views Tagged

Application Context: Many undergraduate mathematics theses involve fuzzy mathematics applications. My research focuses on exploring the effectiveness of fuzzy clustering analysis, where FCM algorithm serves as an essential component. This implementation provides MATLAB code for two iterative forms of FCM algorithm that may benefit fellow students. Key Technology: Fuzzy C-Means clustering (FCM), also known as fuzzy ISODATA, is a clustering algorithm that determines each data point's degree of belonging to clusters using membership values. Proposed by Bezdek in 1973 as an improvement over hard C-means clustering (HCM), FCM partitions n vectors xi (i=1,2,...,n) into c fuzzy groups and computes cluster centers to minimize the objective function.

MATLAB 237 views Tagged