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arasgungore / EE242-projects

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Three C++ projects assigned for the Numerical Methods for Electrical Engineering (EE 242) course in the Spring 2021 semester.

algorithm cplusplus algorithms cpp eigenvectors terminal-based numerical-methods eigenvalue eigenvalues gaussian-elimination gaussian-elimination-algorithm polynomial-roots solving-algorithm partial-pivoting bisection-method secant-method eigenvector power-iteration matrix-solver eigenvalues-and-eigenvectors
  • Updated Aug 8, 2022
  • C++

Samahussien7 / Hamming-Network

Star 1

Hamming Network implementation using pca implementation for reduction all from scratch

pca insertion-sort mnist-dataset eigenvectors unsupervised-learning eigenvalues k-means-implementation-in-python k-means-clustering variance-analysis hamming-network pca-implementation implementation-from-scratch power-iteration covariance-matrix-implementation eigenvalues-implementation eigenvectors-implementation mnist-preprocessing
  • Updated Jan 29, 2024
  • Jupyter Notebook

KAVAN-DESAI / Steady-State-Network-Flow

Star 1

This gives steady state Network Flow from the given Pref-Defined Network Flow of a System. And a Python implementation of Larry Page's famous PageRank algorithm.

python linear-algebra pagerank pagerank-algorithm eigenvectors jacobi eigenvalues steady-state diagonalization linear-algebra-concepts power-iteration matrix-inverse steady-state-analysis without-libraries steady-state-network-flow jacobi-algorithm
  • Updated Nov 11, 2021
  • Python

Aalaa4444 / Hamming_Network

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Hamming Network implementation using PCA implementation from scratch

pca insertion-sort mnist-dataset eigenvectors unsupervised-learning kmeans-clustering eigenvalues k-means-implementation-in-python k-means-clustering kmeans-clustering-algorithm variance-analysis hamming-network pca-implementation power-iteration covariance-matrix-implementation eigenvalues-implementation eigenvectors-implementation mnist-preprocessing
  • Updated Apr 5, 2024
  • Jupyter Notebook

heyjianjing / linear_algebra

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Some notes on linear algebra and numerical linear algebra

linear-algebra least-squares levenberg-marquardt conjugate-gradient gmres singular-value-decomposition gauss-newton cholesky-decomposition gram-schmidt householder-reflectors givens-rotations lu-factorization qr-algorithm lanczos-algorithm schur-decomposition power-iteration matrix-norm arnoldi-algorithm eigenvalues-and-eigenvectors orthogonal-iteration
  • Updated Dec 16, 2024
  • Jupyter Notebook

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