Ashitha Sivadas

This course covers one of the most important topic in linear algebra i.e.Theory of Diagonalisation.This concept is widely used in finding out the solutions for a large system of linear equations.

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CSIR-UGC NET

English

Theory of Diagnolisation: CSIR UGC NET

Polynomials

Linear Algebra

Mathematical Sciences

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Test Preparation

This lesson covers basic concepts of eigen values and eigen vectors,characteristic polynomial and eigen spaces.Certain results used in tackling problems are also discussed.

Eigen Values and Eigen Vectors

This lesson covers topics on how to find out eigen values and eigen vectors of a given matrix,some simple results and properties of similar matrices.

Similar Matrices and their Properties

This lesson covers certain important results and a short true/false section to understand the theory part better.

Simple Results and Problems

This lesson includes how to solve problems related to eigen values and vectors in linear transformation,about algebraic and geometric multicity and their problems.

Algebraic Multiplicity and Geometric Multiplicity

This lesson covers Diagonalisation,how to find out whether a matrix is diagonalisable and some simple techniques to find out the diagonalisability of a matrix.

Diagonalisation

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Ravi Mittal

In this course, the educator will discuss Caley Hamilton Theorem and the concept of diagonalization. The minimal polynomial and trick to find the minimal polynomial will also be discussed for CSIR-UGC NET.

(Hindi) Caley Hamilton Theorem and Concept of Diagonalization - CSIR-UGC NET

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Pankaj Kumar

This Course contains beautiful explanation of fundamentals of Linear Algebra by following the books Friedberg, D.C. Lay and Hoffmann and Kunze with the Concept wise discussion of CSIR NET JRF/ IITJAM Question Bank.

Linear Algebra: CSIR-UGC NET

In this course, the educator will discuss the some basic concepts of eigen values and eigen vectors along with the some short tricks to find eigen values.

(Hindi) Eigen Values and Eigen Vectors - CSIR UGC NET

In this course i will discuss about the jordan canonical form for CSIR-UGC NET aspirants

(Hindi) CSIR-UGC NET: Course on Jordan Canonical Form

It contains beautiful fundamentals of Linear Algebra from Friedberg, D.C.Lay, Hoffmann and Kunze with previous year conceptwise discussion of CSIR NET JRF + IIT jam Questions.

(Hindi) Linear Algebra: CSIR-UGC NET

This course covers topics on mainly matrices and system of linear equations and certain problems concerning that,which are very important for the coming exams.

Lessons

5 lessons • 42m

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Eigen Values and Eigen Vectors

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Similar Matrices and their Properties

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Simple Results and Problems

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Algebraic Multiplicity and Geometric Multiplicity

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Diagonalisation