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Algebra In Msc Mathematics Notes Pdf

MSC Books & Notes

M.Sc Books For Free in Pdf – MSc mathematics Study material PDF M.Sc Chemistry Notes in Hindi PDF.

M.Sc Books & Notes For All Semesters in PDF – 1st, 2nd Year

Hello students. On this page, I'm going to share " M.Sc Books & Notes " in PDF Format for First Year and Second Year Students. You can find all subject like – Mathematics, Physics, Chemistry, English, Computer Science books on this page.

These books are published by IGNOU – Indira Gandhi National Open University, the largest university in the world.

M.Sc Books First Year Pdf Download

M.Sc Books for first-year students in pdf format. Download books from given links.

{First Semester}

MMT-001 Programming & Data Structures

Block-1 Introduction to The C Programming Language

  • Unit-2 Data Types in C
  • Block-1 Introduction to The C Programming Language
  • Unit-5 Control Structures-I
  • Unit-4 Decision Structures in C
  • Unit-3 Operators and Expressions in C
  • Unit-1 Getting Started

Block-2 Programming in C

  • Block-2 Programming in C
  • Unit-10 Files and Structs, Unions and Bit-fields
  • Unit-9 Functions-II
  • Unit-8 Functions
  • Unit-7 Pointers and Arrays
  • Unit-6 Control Structures-II

Block-3 Data Structures

  • Block- Data structures
  • Unit-14 Trees
  • Unit-15 Files
  • Unit-13 Stacks and Queues
  • Unit-12 Lists
  • Unit-11 Introduction to Data Structures: Array

Block-4 Laboratory Manual

  • Block-4 Laboratory Manual
  • Unit-18 List of Practical Sessions
  • Unit-17 Introduction to Programming
  • Unit-16 Introduction to Computers

MMT-002 Linear Algebra

Block-1 Jordan Canonical Form

  • Unit-3 Applications of the Jordan Form
  • Unit-2 Jordan Form
  • Unit-1 Similarity

Block-2 Applications Of Unitary Matrices

  • Unit-6 Matrix Decompositions
  • Unit-5 Positive Definiteness
  • Unit-4 Unitary Similarity

MMT-004 Real Analysis

Block-1 Metric Spaces

  • Unit-4 Connectedness
  • Unit-3 Compactness
  • Unit-2 Convergence
  • Unit-1 Introduction to Metric Spaces

Block-2 Calculus In Rn

  • Unit-7 Maxima and Minima
  • Unit-6 Implicit and Inverse Function Theorem
  • Unit-5 Derivatives in Rn

Block-3 Measure and Integral

  • Unit-11 Signals and Systems
  • Unit-10 Fourier Series and Fourier Transform
  • Unit-9 Lebesgue Integral
  • Unit-8 Lebesgue Measure

MMT-005 Complex Analysis

Block-1 Introduction to Analytic Functions

  • Unit-6 Power Series
  • Unit-5 Complex Integration-II
  • Unit-4 Complex Integration-I
  • Unit-3 Elementary Functions
  • Unit-2 Analytic Functions
  • Unit-1 Complex Functions
  • Block-1 Introduction to Analytic Functions

Block-2 Applications of Analytic Functions

  • Unit-10 Applications of Harmonic Functions and Conformal Mapping of Physical Problems
  • Unit-9 Conformal Mapping
  • Unit-8 Applications of Residue
  • Unit-7 Residues and Poles
  • Block-2 Applications of Analytic Functions

MMT-007 Differential Equations and Numerical Solutions

Block-1 Ordinary Differential Equations

  • Unit-5 Green's Function Method
  • Unit-4 Bessel Functions
  • Unit-3 Legendre, Hermite and Laguerre Polynomials
  • Unit-2 Power Series Solutions
  • Unit-1 First and Higher Order Equations

Block-2 Partial Differential Equations

  • Unit-7 Fourier Transform Method
  • Unit-6 Laplace Transform Method

Block-3 Numerical Solutions of Ordinary Differential Equations

  • Unit-10 Second Order Boundary Value Problems
  • Unit-9 Multistep and Predictor-Corrector Methods for Solving Initial Value Problems
  • Unit-8 Singlestep Methods for Solving Initial Value Problems

Block-4 Numerical Solutions of Partial Differential Equations

  • Unit-12 Finite Element Methods
  • Unit-11 Finite Difference Methods

{Second Semester}

MMT-003 Algebra

Block-1 Group Theory

  • Unit-3 The Sylow Theorems
  • Unit-2 Group Actions
  • Unit-1 Basic Group Theory- a Review
  • Block-1 Group Theory

Block-2 Special Group and Semigroups

  • Unit-7 Application of Semigroups
  • Unit-6 Group Presentations
  • Unit-5 Abelian Groups
  • Unit-4 Matrix Groups
  • Block-2 Special Group and Semigroups

Block-3 Ring Theory

  • Unit- 10 Congruences
  • Unit-9 Special Integral Domains
  • Unit-8 Basic Ring Theory – A Review
  • Block-3 Ring Theory

Block-4 Field Theory

  • Unit-14 Fundamental Theorem of Galois Theory
  • Unit-13 A Gateway to Galois Theory
  • Unit-12 Spliting Fields – Finite and Infinite
  • Unit-11 An Introduction to Field Theory
  • Block-4 Field Theory

MMT-008 Probability and Statistics

Block-1 Markov Chains

  • Unit-3 Stationary Markov Chains
  • Unit-2 The Basics of Markov Chains
  • Unit-1 Conditional Probability

Block-2 Markov Processes With Countable

  • Unit-6 Continuous Time Markov Processes-II
  • Unit-5 Continuous Time Markov Processes-I
  • Unit-4 Branching Processes

Block-3 Renewal Processes

  • Unit-10 Renewal Processes-IV
  • Unit-9 Renewal Processes-III
  • Unit-8 Renewal Processes-II
  • Unit-7 Renewal Processes-I

Block-4 Queuing Theory

  • Unit-13 Network of Queues
  • Unit-12 Non-Poisson Queues
  • Unit-11 Poisson Queues

Block-5 Basics Of Multivariate Normal

  • Unit-16 Definition and Properties of MVN-II
  • Unit-15 Definition and Properties of MVN-I
  • Unit-14 Some Linear Algebra

Block-6 Distributions Associated With MVN

  • Unit-20 Inference-II
  • Unit-19 Inference-I
  • Unit-18 Orthogonal Transformations
  • Unit-17 Distributions of Correlation Coefficients

Block-7 Applications Of MVN

  • Unit-23 Applications of MVN
  • Unit-22 Inference-IV
  • Unit-21 Inference-III

Block-8 Additional Application of MVN

  • Unit-27 Conjoint Analysis
  • Unit-26 Canonical Correlation Analysis
  • Unit-25 Factor Analysis
  • Unit-24 Principal Component Analysis

Please leave a comment if any of the link given above is not working.

M.Sc Books Second Year Pdf Download

Here in this section, we have provided M.Sc Second Year Books in Pdf format. Download from the given link.

{Third Semester}

MMT-009 Mathematical Modeling

Block-1 Introduction to Mathematical Modelling

  • Unit-3 Data Analysis and Fitting Models to Data
  • Unit-2 Model Formulation
  • Unit-1 Mathematical Modelline – An Overview

Block-2 Models in Biology and Economics

  • Unit-7 Socio-Economic Models
  • Unit-6 Modelling in Medicine
  • Unit-5 Modelling Environment
  • Unit-4 Single Species Population Models

MMTE-001 Graph Theory

Block-1 Study Guide-1

  • Unit-5 Optimization and Trees
  • Unit-4 Trees
  • Unit-3 Vertex Degrees
  • Unit-2 Paths, Cycles and Trails
  • Unit-1 Fundamental Concepts
  • Block-1 Study Guide-1

Block-2 Study Guide-2

  • Unit-10 Hamiltonian Graphs
  • Unit-9 Planar Graphs
  • Unit-8 Colouring of Graphs
  • Unit-7 Connectivity and Networks
  • Unit-6 Matchings and Covers
  • Block-2 Study Guide-2

{Forth Semester}

MMTE 6 Cryptography

Block-1 Mathematical Preliminaries and Classical Ciphers

  • Unit-3 Classical Ciphers
  • Unit-2 Number Theoretic Algorithms
  • Unit-1 Finite Fields and Algorithms
  • Block-1 Mathematical Preliminaries and Classical Ciphers

Block-2 Symmetric Key Cryptosystems and Hash Functions

  • Unit-6 Hash Functions
  • Unit-5 Stream Ciphers
  • Unit-4 Symmetric Key Block Ciphers
  • Block-2 Symmetric Key Cryptosystems and Hash Functions

Block-3 Public Key Cryptosystems and Digital Signature

  • Unit-9 Practical Guide
  • Unit-8 Digital Signatures
  • Unit-7 Public Key Encryption
  • Block-3 Public Key Cryptosystems and Digital Signature

MMTE-007 Soft Computing & Applications

Block-1 Fuzzy Sets

  • Unit-3 Fuzzy Pattern Recognition
  • Unit-2 Fuzzy Clustering
  • Unit-1 Fuzzy sets – An Introduction

Block-2 Neural Networks – I

  • Unit-6 Multi-layer Perceptron
  • Unit-5 Single-Layer Perceptrons
  • Unit-4 Fundamentals of Neural Networks

Block-3 Neural Networks – II

  • Unit-10 Kohonen Networks
  • Unit-9 Hopfield Networks
  • Unit-8 Radial Basis Function Networks
  • Unit-7 Applications of MLP

Block-4 Genetic Algorithms (GA)

  • Unit-13 The Schema Theoram
  • Unit-12 Applications of Genetic Algorithm
  • Unit-11 Simple Genetic Algorithm

Please leave a comment if you're having any kind of trouble while downloading these books.

M.Sc Notes Free Pdf Download

In this section, you can download M.Sc Notes in Pdf format for all subject.

Download MSc Notes for 1st Year, 2nd Year in Pdf Download Links
Introduction to IT Download
Computer Organisation and Architecture Download
Digital Electronics Download
Operating System Download
System Analysis and Design Download
Business Data Processing Download
Software Engineering Download
Object-Oriented
Programming using 'C++'
Download
Internet and Web Programming Download
Algebra Download
Abstract Algebra Download
Real Analysis Download
Mechanics Download
Methods of Applied Mathematics Download
Ordinary Differential Equations-I Download
Ordinary Differential Equations-II Download
Complex Analysis-II Download
Partial Differential Equations Download

Please note – These notes pdf files are uploaded on Google Drive and provided by Examupdates.

Some Important links for you.

  1. B.Sc Books in English
  2. B.Sc Books in Hindi
  3. B.Ed First Year Books
  4. B.Ed Second Year Books

Questions Related to M.Sc Books

Can I download M.Sc Books for Mathematics?

Yeah. You can download M.Sc Books for Maths on our website.

Can I download M.Sc Books for Chemistry?

Yes, you can download M.Sc Chemistry Books on this page.

Do you provide M.Sc Books for Physics?

Yes, We do.

How to download M.Sc Books for free?

Just visit our website and you can download all books in pdf format for free.

Who is the publisher of these books?

These books are published by Indira Gandhi National Open University (IGNOU).

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Algebra In Msc Mathematics Notes Pdf

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