Mathematical Sciences

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This Course starts with the concepts of limit and later it gives idea and strategy to solve the Problems on Continuity for CSIR-UGC NET

(Hindi) Continuity and Uniform Continuity (Analysis, Course-04) : 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, 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

This Course contains the Concepts of Partial Differential Equations with Topic wise Questions of CSIR NET JRF .

(Hindi) Partial Differential Equations : 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

This section of linear algebra introduce the concept of vector space. a vector space is the collection of vectors, which may be multiplied or added together and multipled by a numbers, called scaler.

(Hindi) Vector Space and Subspace : CSIR-UGC NET

This course contains the Concept of PDE for NET/JRF, GATE, B.TECH, and M.Sc. entrance examination with B.Sc./M.Sc. Maths.

Partial Differential Equations: CSIR UGC NET

This lecture contains introduction to  intuitive arithmetic approach of Riemann integration and is helpful for all CSIR-UGC NET aspirants.

Riemann Integration Analysis 2: CSIR-UGC NET

In this course i will discuss about the matrices, its types, operations on the matrices, special type of matrices and its properties. In the end of the course i will discuss the some important key points which are very important for examination.

(Hindi) Matrices and its Properties: CSIR UGC NET

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Pankaj Kumar

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CSIR-UGC Net qualified  AIR-26| IIT JAM qualified | 6+ years of teaching experience| Guided 100+ qualified candidat

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