Ashitha Sivadas

This Course covers question papers of Gate AND CSIR NET on the topic Eigen values and eigen vectors.

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CSIR-UGC NET

English

Question Paper Answering : Eigen Values and Eigen Vectors - CSIR-UGC NET

Polynomials

Linear Algebra

Mathematical Sciences

NET Exams

Ace the toughest competitive and government exams in India 

Test Preparation

This lesson covers basic questions on application of trace, determinant to find out eigen values of a matrix.

Basic Problems

This lesson covers Jordan Canonical Form and question concerning real symmetric matrix.

The Jordan Canonical Form

This lesson covers problems on diagonalisabilty concerning linear transformation.

Diagonalisabilty in Linear Transformation

This lesson covers questions on real equivalency and its connection with rank of a matrix.

Real Equivalence

This lesson covers questions on certain sure questions asked in exams which needs critical thinking.

Certain Sure Questions

This lesson covers questions on the application of rotation matrix and normal matrices and a check on their diagonalisabilty.

Orthoganal and Normal Matrix Problems

This lesson covers questions on how eigen values and eigen vectors tells the properties of a linear transformation.

Linear Transformation's Application

This lesson covers questions on finding the properties of a particular matrix given.

Properties of Matrices

This lesson covers questions from gate exams that are frequently asked on eigen values and eigen vectors

Gate Frequent Questions

This lesson covers questions covering the application of similar matrices to find out the transformation matrix easily.

Similar Matrix Property Application

This lesson covers questions on diagonailisability over R and about the properties of  Idempotent matrices

Idempotent Matrices?

The application of arithmetic and geometric multiplicity to get diagonalisabilty of a matrix is discussed.

Diagonalizabily, A.M and G.M Problems

This lesson covers concepts on permutation matrix to find out diagonalizabily.

Permutation Matrix

Diagonalisabilty and Positive Definite

This lesson involves questions that describe how we can use characteristic or anihilating polynomial to find inverse of a given matrix.

Inverse Problems

This lesson covers questions regarding properties of a permutation matrix and application of Cayley Hamilton Theorem.

Cayley Hamilton Theorem

This lesson covers questions on interesting applications of Cayley Hamilton Theorem and statement problems are also discussed

Interesting applications in Linear Algebra

This lesson covers interesting questions when direct sum is involved.

Direct Sum Problems

This lesson covers questions on how to write the matrix from a given quadratic form.

Quadratic form Problems

This lesson covers questions on diagonalizability of linear transformation.

Important Easy to Score Problems!!

This lesson covers important question on Jordan Canonical Form and Generalised eigen vector.

Application for Jordan Canonical Form

This lesson covers a question on how to write the matrix for linear operators on quotient space and about positive definiteness.

Linear Operator on Quotient Space

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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

22 lessons • 2h 59m

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Basic Problems

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The Jordan Canonical Form

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Diagonalisabilty in Linear Transformation

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Real Equivalence

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Certain Sure Questions

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Orthoganal and Normal Matrix Problems

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Linear Transformation's Application

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Properties of Matrices

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Gate Frequent Questions

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Similar Matrix Property Application

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