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Home
United States of America (USA)
University of California-Merced
Prof. Ming-Hsuan Yang
University of California-Merced
Prof. Ming-Hsuan Yang
The content listed below has not been created by Prof. Ming-Hsuan Yang
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Prof. Ming-Hsuan Yang
The content listed below has not been created by Prof. Ming-Hsuan Yang
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Overview
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This professor on Docsity
31
Documents
Exams
Subjects
Computer Architecture and Organization
Computer Science
Documents
Notes on Matrix Computation and Analysis - Matrix Computation | CSE 275
Eigenvalue Problem, Schur Decomposition - Lecture Slides | CSE 275
Chapter 7: Multicores, Multiprocessors, and Clusters | CSE 140
Eigenvalue Algorithms, Power Iteration - Lecture Slides | CSE 275
Conditioning and Sensitivity Analysis in Matrix Computation - Prof. Ming-Hsuan Yang
Matrix Computation: QR Decomp. with Householder Transformations and Givens Rotations - Pro
Notes on Elementary Analytical and Topological Properties | CSE 275
Large and Fast: Exploiting Memory Hierarchy | CSE 140
Multidimensional Scaling, Spectral Clustering and Graph Theory | CSE 275
Matrix Computation: Understanding Gram-Schmidt Process and QR Decomposition - Prof. Ming-H
Slides on Steepest Descent, Conjugate Gradient - Matrix Computation | CSE 275
Notes on Orthogonal Projection, Distance Between Subspaces | CSE 275
Optimality & Convergence of Conjugate Gradients: Minimizing Quadratic Functions - Prof. Mi
Generalized Minimal Residual Method and Lanczos Method - Slides | CSE 275
Condition, Perturbation and Stability - Matrix Computation | CSE 275
Sparse Representation & Coding: Overcomplete Dictionaries & Signal Decomposition - Prof. M
Karhunen Loeve Transform - Matrix Computation - Lecture Slides | CSE 275
Matrix Computation: Iterative Methods and Arnoldi Algorithm - Prof. Ming-Hsuan Yang
Matrix Computation: Gaussian Elimination, Decomposition, Quadratic Forms (Lecture 10) - Pr
I/O Devices Characterization: Dependability, Performance, and Storage Technologies - Prof.
Matrix Properties via Singular Value Decomposition - Lecture Slides | CSE 275
Matrix Computation Lecture 3: Matrix 2-Norm, Range, Null Space, and Matrix Inverse - Prof.
Approximating Large-Scale Matrix Multiplication and Low-Rank Matrix Approximation - Prof.
Understanding Branch Instructions and Data Hazards in the MIPS Processor - Prof. Ming-Hsua
Compressive Sensing: Understanding Sparsity and Compressible Signals - Prof. Ming-Hsuan Ya
QR Algorithm Without Shifts, Simultaneous Iteration - Lecture Slides | CSE 275
Understanding 2s-Complement Integers & Instruction Encoding in Computer Architecture - Pro
Matrix Computation: Multivariate Gaussian, Mahalanobis Distance, and Probabilistic PCA - P
Minimizing Norms with Equality Constraints in Underdetermined Equations - Prof. Ming-Hsuan
Understanding Regression and Linear Estimation: Least Squares and Matrix Computation - Pro
Orthogonality and Singular Value Decomposition (SVD) in Matrix Computation - Prof. Ming-Hs
This professor on Docsity
31
Documents
Exams
Subjects
Computer Architecture and Organization
Computer Science
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