In this article, you can download a free of Matrix Theory Notes PDF from the Discrete Mathematics subject in the Computer Science and Technology department of Polytechnic Engineering. Welcome to Poly Notes Hub, a leading destination for Free Polytechnic Notes.
Author Name: Arun Paul.
Download Matrix Theory Notes PDF (Free Notes) from Discrete Mathematics
If you are a student of computer science and technology in the 3rd semester and you are searching for the Discrete Mathematics Notes Free PDFs, then you are in the right place.
Topics that are covered in this Free Matrix Theory PDF Notes
| Unit No. | Topics |
|---|---|
| Unit 5 | 5.1 Elementary Transformations on a Matrix: Equivalent matrices – Definition of a submatrix of a matrix – Rank of a matrix (definition) – Echelon form of a matrix – Theorems on rank (statement only) – Evaluation of rank of a matrix – Problems 5.2 Adjoint of a square matrix – Definition of INVERSE of a matrix – Uniqueness of the inverse – Theorems on inverse of matrices – Problems 5.3 System of SIMULTANEOUS LINEAR EQUATIONS – Test of consistency; Solution of n Linear Equations in n unknowns – Problem, Solution of m Linear equations in n unknowns with mn – Problems. 5.4 Definition of Eigenvalues and Eigenvectors; Characteristic values and Characteristic vectors of a Matrix; Characteristic equation – relation between Characteristic Roots and characteristic vectors; nature of Characteristic Roots of special types of Matrices– The Process of finding the Eigenvalues and Eigenvectors –Theorems and Related problems. |
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Other Chapters Free PDF of Discrete Mathematics
Including this Matrix Theory Notes PDF, you will easily access other chapters’ free PDFs of the Discrete Mathematics subject. Just click on the download link, go to the article, download the PDF and start your preparation. If you are a student of the Computer Science and Technology branch or related to this branch, then these Free PDFs will be beneficial for you.
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📌 And to get all chapters’ Topics that are covered in the Discrete Mathematics Notes, Click Here.
