Matrix Methods
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249 reviews
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There are 5 modules in this course
Mathematical Matrix Methods lie at the root of most methods of machine learning and data analysis of tabular data. Learn the basics of Matrix Methods, including matrix-matrix multiplication, solving linear equations, orthogonality, and best least squares approximation. Discover the Singular Value Decomposition that plays a fundamental role in dimensionality reduction, Principal Component Analysis, and noise reduction. Optional examples using Python are used to illustrate the concepts and allow the learner to experiment with the algorithms.
What's included
3 videos2 readings3 assignments
3 videosβ’Total 11 minutes
- Matrix: Tabular Dataβ’3 minutes
- Matrix Multiplicationβ’5 minutes
- Supplement: Matrices in Python/Numpyβ’2 minutes
2 readingsβ’Total 40 minutes
- Vector and Matrix operationsβ’30 minutes
- Matrix Multiplicationβ’10 minutes
3 assignmentsβ’Total 30 minutes
- Matrixβ’30 minutes
- Linear combinationsβ’0 minutes
- Matrix Combinationsβ’0 minutes
What's included
3 videos2 readings3 assignments
3 videosβ’Total 14 minutes
- Matrix as Mathematical Objectsβ’4 minutes
- Matrix Transposeβ’5 minutes
- Supplement: Matrix Transpose in Pythonβ’5 minutes
2 readingsβ’Total 20 minutes
- Matrix Arithmeticβ’10 minutes
- Matrix Transposeβ’10 minutes
3 assignmentsβ’Total 60 minutes
- Matrix Operationsβ’30 minutes
- Matrix Transposeβ’30 minutes
- Matrix Multiplication and Other Operationsβ’0 minutes
What's included
4 videos3 readings4 assignments
4 videosβ’Total 15 minutes
- Systems of Linear Equationsβ’4 minutes
- Solution of Linear Equations via Eliminationβ’3 minutes
- LU Decomposition: Matrix is a Product of Simple Matricesβ’6 minutes
- Supplement: Solve Linear Equations in Pythonβ’3 minutes
3 readingsβ’Total 30 minutes
- Systems of Linear Equationsβ’10 minutes
- Gaussian Elimination Algorithmβ’10 minutes
- LU Decompositionβ’10 minutes
4 assignments
- Systems of Linear Equationsβ’0 minutes
- Solution of Linear Equations via Eliminationβ’0 minutes
- LU Decompositionβ’0 minutes
- Systems of linear equationsβ’0 minutes
What's included
4 videos2 readings5 assignments
4 videosβ’Total 16 minutes
- Orthogonality and Inner Product.β’4 minutes
- Linear Least Squares: Best Approximationβ’3 minutes
- Least Distance -> Orthogonality -> Normal Equationsβ’5 minutes
- Example: Approximate Curve Fittingβ’5 minutes
2 readingsβ’Total 20 minutes
- Orthogonality and the Inner Productβ’10 minutes
- Linear Least Squaresβ’10 minutes
5 assignmentsβ’Total 60 minutes
- Orthogonality and Inner Productβ’0 minutes
- Linear Least Squaresβ’0 minutes
- Normal equationsβ’30 minutes
- Approximate Curve Fittingβ’30 minutes
- Linear Least Squaresβ’0 minutes
What's included
2 readings3 assignments
2 readingsβ’Total 20 minutes
- S V Dβ’10 minutes
- Latent Semantic Indexingβ’10 minutes
3 assignmentsβ’Total 60 minutes
- SVD as a Decompositionβ’30 minutes
- SVD as a Data Analytics Toolβ’30 minutes
- Singular Value Decompositionβ’0 minutes
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Explore more from Math and Logic
- Status: Free TrialJ
Johns Hopkins University
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- Status: Free TrialU
University of Glasgow
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- Status: Free TrialD
DeepLearning.AI
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Reviewed on May 31, 2020
Very good course, the questions are really challenging...
Reviewed on Nov 17, 2019
Pros and cons.Sometimes it's hard to find in this course needed information to solve Assignments.But you have to dig deeper from outside sources.
Reviewed on Aug 31, 2022
This has been a helpful course. I had the chance to learn about practical applications of matrices.
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