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Part 1: Basic matrix knowledgeI. Create a Matrix
Direct Input MethodUse Matlab functions to create a MatrixCreate a matrix using a fileIi. Matrix splitting
Matrix ElementMatrix splittingSpecial MatrixIii. Matrix Operations
Arithmetic
This series of tutorials comes from the publication of the "Matlab-based programming basics and typical application books". If copyright concerns are involved, please contact [email protected]. Press: People's post and telecommunications press. The
04:SVD decomposition of matrix method in machine learningBefore we talked about QR decomposition there are some good features, but QR decomposition is only the line of the matrix operation (left by a unitary matrix), you can get the column space.
Now, the books I face are filled with matrices or vectors everywhere, so matrix analysis is important. Holding this idea, I took the "Matrix Analysis" course. However, I always feel that teachers and textbooks teach matrices in a way that makes me
I wrote a function to calculate the inverse of the square matrix, because it is not a pseudo inverse of the square matrix, and the function should be written again when the append code is available.
I need matrixdet. h. I don't know how to find it
Geometric significance of feature vectors
For a long time, I have never understood the significance of the matrix feature values and feature vectors (it is estimated that many of them feel the same way ). I know its mathematical formula, but I can'
End of Path (pseudo) Author Micro-blog: @GcsSloop "related articles in this series"Have experienced the basic operation of path and the path of the Bezier curve, this chapter finally into the end of path, this article after the completion of the
GSL (GNU Scientific Library) is a library written in C for scientific computing. Below are some related packages
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1 LSA IntroductionThe LSA (latent semantic analysis) Latent semantic parsing, also known as LSI (Latent semantic index), is Scott Deerwester, Susan T. A new index and retrieval method was proposed by Dumais and others in 1990. The method, like the
ArticleDirectory
Preface
I. 3D mathematical history
2. Matrix Transformation
3. Implementation in OpenGL
Iv. Projection Transformation
5. View Transformation
Vi. Postscript
7. Reference
[OpenGL ES 03] 3D
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