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Mathematics Subject Classification 2020 (MSC2020)

The latest revision of the Mathematics Subject Classification (MSC) is complete. Searchable versions are available from the zbMATH site: https://zbmath.org/classification/ and the MathSciNet site: https://mathscinet.ams.org/mathscinet.ams.org/mathscinet/searchMSC.html .

Mathematical Reviews (MR) and zbMATH collaborate on maintaining the Mathematics Subject Classification, which is used by these reviewing services, publishers, funding agencies, and others to categorize items in the mathematical sciences literature. It is a taxonomy created by and for mathematical researchers. Every ten years, the two editorial groups solicit input from the mathematics community. For the current revision, we received over 350 comments and suggestions from more than 100 different people. MR and zbMATH carefully considered this input from the community, and used it in the preparation of our joint revision of the classification.

As anticipated, there are no changes at the two-digit level, but several at the three-digit level, and hundreds at the five-digit level. Nine new three-digit classes were added: 18M: Monoidal categories and operads; 18N: : Higher categories and homotopical algebra; 53E: Geometric evolution equations; 57K: Low-dimensional topology in specific dimensions; 57Z: Relations of manifolds and cell complexes with science and engineering; 60L: Rough analysis; 62R: Statistics on algebraic and topological structures; 68V: Computer science support for mathematical research and practice; and 82M: Basic methods in statistical mechanics. For five-digit classes, 113 classes were retired and 486 new classes were introduced. The new MSC contains 63 two-digit classifications, 529 three-digit classifications, and 6,022 five-digit classifications.

There were some general changes. Descriptions of classes were changed to be more useful when searching online or via database interfaces. Previous descriptions assumed the user was looking at a full list of the classifications, which would provide context. An example of the limitation is a search of MSC2010 for “optimization”, which returns 18 matches, not counting essentially every class in 49 “Calculus of variations and optimal control; optimization”. There were three classes named “Flow control and optimization”: 76B75 , 76D55 , and 76N25 . The three different contexts were incompressible inviscid fluids, incompressible viscous fluids, and compressible fluids and gas dynamics. Now, they have descriptions with more detail, as in 76B75 Flow control and optimization for incompressible inviscid fluids”. There were three classes just named “Optimization” in the areas: 74P Mechanics of deformable solids, 78M50 Optics, electromagnetic theory, and 80M50 Classical thermodynamics, heat transfer. Now they have descriptions that include the context, as in 78M50 Optimization problems in optics and electromagnetic theory.

In previous versions of the MSC, there were some “hyphen classes” of the form XX–00 (General reference works), XX–01 (Introductory expositions), XX–02 (Research exposition), XX–03 (History), XX–04 (Software), and XX–06 (Proceedings, conferences, collections, etc.) along with scattered other hyphen classes. The use of hyphen classes has been made more uniform across the MSC, so that most two-digit classes now have these five subclasses. Some hyphen classes would be redundant and are omitted, such as the non-existent class 01-03 , since the two-digit class for “History of mathematics and mathematicians” does not need a subclass for history. The classes -08 for Computational methods for problems from the parent class, -10 for Mathematical modeling or simulation for problems from the parent class, and -11 for Research data for problems from the parent class have been added where appropriate. For example, there is now the class 20-08 Computational methods for problems from group theory, and the class 20-11 Research data for problems from group theory. An example of an omission of one of these new hyphen classes for reasons of redundancy is 65 Numerical analysis, which does not need the -08 class for computational methods. Also, some classes have alternatives to -08 with more detail, such as the eight five-digit classes in the three-digit class 14Q Computational aspects in algebraic geometry. The hyphen classes -10 mostly occur for applied classes, namely MSCs 70 through 94 , as in 70-10 Mathematical modeling or simulation for problems from mechanics of particles and systems.

The influences of data and computation on the mathematical sciences are reflected in the classes. In addition to the -08 classes, and not including classes from 03 (Mathematical logic and foundations) or 68 (Computer science), there are 58 classes referring to computations, computational methods, or computers. For instance, for MSC2020, two new classes, 14Q25 Computational algebraic geometry over arithmetic ground fields and 14Q30 Computational real algebraic geometry have been added to the three-digit class 14Q Computational aspects in algebraic geometry, which had been added to the MSC in 1991. Similarly, two new classes were added under 37M Approximation methods and numerical treatment of dynamical systems: 37M21 Computational methods for invariant manifolds of dynamical systems, 37M22 Computational methods for attractors of dynamical systems and 37M25 Computational methods for ergodic theory. For the -11 classes, examples of the types of data envisioned include statistical data, mathematical tables, collections of mathematical objects and their properties, such as integer sequences (as found in the OEIS, for instance) or databases of modular forms or Calabi-Yau varieties. In addition to the -11 classes, there are 31 classes with specific instances of data, including the new classes 62R10 Functional data analysis, 62R40 Topological data analysis, and 68P27 Privacy of data.

Mathematical Reviews and zbMATH are now using MSC2020 as their classification schemes. We welcome and encourage the community also to adopt the MSC2020. It is available from msc2020.org as a PDF, TeX, or CSV file.

The classification is jointly published by the two organizations under a Creative Commons CC-BY-NC-SA license . Corrections to possible errors in the new system can be submitted by email to [email protected] . All information about MSC2020 is jointly shared by MR and zbMATH.

The editors and staffs at Mathematical Reviews and zbMATH express their gratitude to the numerous members of the community for their assistance in this lengthy revision process.

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ONLINE HINDI EDUCATION PORTAL

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

Last Updated on February 20, 2024 by admin 51 Comments

MSC Books & Notes

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

Table of Contents

Hello students. On this page, I’m going to share “ M.Sc Books & Notes ” in PDF Format for First Year and Second Year (All Semesters) Students. You can find all subjects like – Mathematics, Physics, Chemistry, English, and Computer Science books on this page.

These books are published by various universities of India.

M.Sc Study Material PDF Download

इस सेक्शन में एमएससी (मास्टर ऑफ़ साइंस) के सभी विषयों का स्टडी मटेरियल सभी सेमेस्टर के लिए दिया गया है | सभी विषयों के बुक्स अलग-अलग पेज पर दिए गये हैं |

📗 M.Sc Botany Books PDF (वनस्पति शास्त्र)

📗 M.Sc Chemistry Books PDF (रसायन विज्ञान)

📗 M.Sc Computer Science Books PDF (कंप्यूटर विज्ञान)

📗 M.Sc Geography Books PDF (भूगोल)

📗 M.Sc Information Technology Books PDF (सुचना प्रद्योगिकी)

📗 M.Sc Mathematics Books PDF (गणित)

📗 M.Sc Physics Books PDF (भौतिक विज्ञान)

📗 M.Sc Zoology Books PDF (प्राणी शास्त्र)

अगर आपको बुक्स डाउनलोड करने में किसी प्रकार की समस्या हो रही हो तो कमेंट करके हमें बताएं |

M.Sc Books First Year Pdf Download

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

{First Semester}

MMT-001 Programming & Data Structures

  • Block-1 Introduction to The C Programming Language
  • Unit-2 Data Types in C
  • 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
  • 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
  • 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-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

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-2 Special Group and Semigroups
  • Unit-7 Application of Semigroups
  • Unit-6 Group Presentations
  • Unit-5 Abelian Groups
  • Unit-4 Matrix Groups
  • Block-3 Ring Theory
  • Unit- 10 Congruences
  • Unit-9 Special Integral Domains
  • Unit-8 Basic Ring Theory – A Review
  • 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

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 Modelling – 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-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

{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-2 Symmetric Key Cryptosystems and Hash Functions
  • Unit-6 Hash Functions
  • Unit-5 Stream Ciphers
  • Unit-4 Symmetric Key Block Ciphers
  • Block-3 Public Key Cryptosystems and Digital Signature
  • Unit-9 Practical Guide
  • Unit-8 Digital Signatures
  • Unit-7 Public Key Encryption

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 Theorem
  • 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.

Some Important links for you.

  • B.Sc Books in English
  • B.Sc Books in Hindi
  • B.Ed First Year Books
  • 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).

Thanks for visiting GKPAD by YadavG . Good luck!

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Reader interactions.

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January 5, 2024 at 12:52 pm

devi ahilya vishvidhyalaya indore

msc zoology 1st sem hindi notes

बायोसिस्टमेटिक्स टैक्सोनॉमी और इवोल्यूशनबिटैक्स

अकशेरूकीय की संरचना और कार्य

मात्रात्मक जीव विज्ञान बायोडीव। और जंगली

जैव अणु और संरचनात्मक जीव विज्ञान

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November 4, 2023 at 11:03 am

S.Ponnusamy, Foundations of Complex Analysis, Second Edition Book Send me sir

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November 4, 2023 at 6:36 pm

Sorry @Subash, I can’t provide that book because of copyright law. We don’t provide copyrighted files on this site.

But you can search Complex Analysis Notes on this page – https://ubcn.in/books/search/

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October 6, 2023 at 12:48 am

hello sir plzz send me W W Adams and Goldstein Number Theory Book

October 6, 2023 at 8:25 am

Sorry @Manoj, I don’t have this book. But you can download the “Number Theory” Book written by “GH Hardy” and “EM Wright” from this link – https://www.gkpad.com/download.php?u=https://blngcc.files.wordpress.com/2008/11/hardy-wright-theory_of_numbers.pdf

You can search for notes on this page – https://ubcn.in/books/search/

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September 21, 2023 at 12:08 pm

can u please provide msc physics notes of Mahatma Gandhi Kashi Vidyapeeth

September 21, 2023 at 1:36 pm

hey @Simran, you can download Books from the links given below –

PHY101 – Mathematical Physics – https://www.gkpad.com/download.php?id=1KP5d5AoPUROcASbS8R73sW7ORXg7Bslc

PHY102 – Classical Mechanics – https://www.gkpad.com/download.php?id=1kUBnHCn-34k31snrOYbK1O7BTl2U7P9y

PHY103 – Electromagnetic Theory – https://www.gkpad.com/download.php?id=15ZeU6dC86f6mpm5BXWkqqAaEijPaEOPp

PHY104 – Quantum Mechanics – https://www.gkpad.com/download.php?id=1L_KOHUZ8sLV75l-tbRVfa52fcdBLYRcp

September 21, 2023 at 3:44 pm

thank you so much…it will be helpful.

September 21, 2023 at 3:31 pm

the link is not working for 1st and 3rd paper…how can i download the notes . please reply

September 21, 2023 at 6:22 pm

hey @Simran, Please check your inbox. I’ve sent it through email.

September 21, 2023 at 12:07 pm

msc physics 1st semester notes of Mahatma Gandhi Kashi Vidyapeeth

September 21, 2023 at 12:04 pm

can you please provide msc physics 1st and 2nd semester notes of Mahatma Gandhi Kashi Vidyapeeth

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September 19, 2023 at 4:07 pm

Can u provide MSC physical chemistry notes of mdu University rohtak

September 20, 2023 at 8:47 am

hey @Tanuj, please reply with your semester.

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September 7, 2023 at 9:03 am

Pleased provide Mgsu bikaner msc Mathematics 1st semester book & notes

September 8, 2023 at 10:19 am

hey @Arjun, you can download books from the links given below –

Paper 1 – Advanced Abstract Algebra – https://www.gkpad.com/download.php?id=1ZgTwtKvMyahudrglHH08JI1FxbLubeDQ

Paper 2 – Advanced Complex Analysis – https://www.gkpad.com/download.php?id=1fjeA0jUlZwNVGi_YZZuEhdvphNFQsG90

Paper 3 – Tensor Analysis

Paper 4 – Calculus of Variation and Special Functions – https://www.gkpad.com/download.php?id=1XKUwSFX_gTTFWvFD6VdjuczHvKozs7lx

Paper 5 – Numerical Methods – https://www.gkpad.com/download.php?id=1uOSM8K52gnJZFyUeAkhQyvt4VCoZW8zM

Please note – These books are published by different – different universities, so maybe there will be some differences in your syllabus and books’ contents.

You can search for the notes on this page if any topic is missing – https://ubcn.in/books/search/

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IGNOU MSc Maths (MACS) Question Papers

IGNOU MSc Maths Students are working to find previous year question papers so here we have solution for them. Our Team has made easier for all MSc Maths students that you can download all previous year sample question papers only at one place without finding from anywhere. IGNOU MSc Maths students can now download past sessions like Dec 2013, June 2014, Dec 2014, June 2015, Dec 2015 and June 2016 Papers only from one place.

Name of Course : MSc (Mathematics with Applications in Computer Science) (MACS)

Our only objective is to save time of all IGNOU MSc Maths students and they get most of the sample papers of past year from this page of MSc Maths. You can download each and every session papers on your appropriate device and make a file of each MSc Maths exam session to easily understand and easy get if need. If you loss any of the MSc Maths papers then you can get again from this page.

We all know that IGNOU Conducting their exam for MSc Maths programme twice in a year, Once in June and second in Dec. Here we have uploaded both of the session IGNOU Question Papers to help MSc Maths students in their studies and make easier to get good marks.

Start Downloading MSc Maths Sample Papers session June-Dec:

We have also uploaded MSc Maths Papers for TEE Dec 2015 with separate and we have not added these papers at above list. You can check and download it from below link.

Download IGNOU MSc Maths Question Papers Dec 2015

We work hard to support every MSc Maths student to provide every session papers so they can easily understand method and style of papers which help in their TEE Examination conducted by IGNOU.

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There are large numbers of student who want to prepare for the exams, but do not want to leave their home for any particular reason. For those types of students we have our study material so that they can cover the topic for their exams and get the proper guidance to clear the exams. We have expert panel who works for the designing of study material and update them in a timely manner as per the latest exam pattern. We have designed our study material, booklets in such a manner that each and every concept should cover with to the point summary and large pool of question so that you understand the concept completely and become habitual of the type of question on that concept. You have no need of any other book for your exam if you are practicing our study material obediently.

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To Qualify CUCET, DU, BHU, BBAU, JNU or other universities MSc Entrance exams, it is sufficient to practice previous year questions(PYQs) of CUCET, JAM, BHU & DU. If you can do this then no need to join any test series and also you can secure a good rank in exam. Along with your preparation, not only solve PYQs but also try to understand the concepts/logic behind that. Here we are providing best Handwritten study materials with solutions of PYQs for MSc Entrance Exams( CUCET, DU, BHU, BBAU, JNU, ..etc) so that you can improve yourself.

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

  • Daily Exams
  • November 18, 2021
  • Books , Reference Books , Study Material

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Download  M.Sc Books & Notes For All Semesters in PDF – 1st, 2nd Year . M.Sc Full Form is Master of Science. The Course of   Masters of Science (MSc) postgraduate level program offered in a majority of colleges and universities in India.  MSc course content in classes is imparted through various means such as lectures, projects, workshops (M.Sc పుస్తకాలు) , and directed study. Download M.Sc 1st year, 2nd-year Final year notes from below provided links.

Also, Check the following Links:

  • Masters of Science Course Details
MSC Full Form is MASTERS OF SCIENCE

M.Sc Course Structure and Syllabus for 2-Years

M.Sc is a postgraduate program of  two years  and subdivided into  four semesters . MSc degree program translates to making a significant investment in one’s professional career. Master of Science candidates normally have to do independent research and present a thesis as a requirement for graduation.

Specialization Courses

  • MSc in Accounting
  • MSc in Economics
  • Mathematics
  • MSc Computer science

M.Sc Books & Notes in PDF Download

Candidate can Download Books and Notes of M.Sc Course through the Individual Program by the links Download in Pdf Format

M.Sc Reference Books & Authors for All Semesters

We have Provide some Reference Books of the M.Sc Course for candidates Preparation.

  • M. Artin: Algebra, Prentice-Hall of India, 1991
  • N.Jacobson: Basic Algebra, Volumes I & II, W.H.Freeman, 1980
  • S.Lang: Algebra, 3rd edition, Addison-Wesley, 1993
  • P.B. Bhattacharya, S.K. Jain, and S.R. Nagpaul: Basic Abstract Algebra (2nd Edition),
  • Cambridge University Press, Indian edition, 1997
  • Goon.A.M., Gupta.M.K. and DasGupta .B (1999) Fundamental of Statistics, Vol. II, World Press, Calcutta.
  •  Bogue.D.J.(1969): Principles of Demography, John Wiley.
  • Misra.B.D.(1982): An Introduction to the Study of Population, South Asian Publishing.
  • Gilles Brassard and Paul Bratley, Fundamentals of Algorithms, Prentice Hall of India Pvt.Ltd., 1997.
  • Mark Allen Weiss, “Data Structures and Algorithm Analysis in C”, Addition-Wesley, Third Indian Reprint, 2000.

M.Sc Books Buy Online at Amazon

Here you can get the Books of M.Sc Course for References. There are Plenty Books for the M.Sc Programs according to their Specialization Courses. So We Provide Some Books of M.Sc program for Candidate Reference. Students can Get the Preparation Books on Sites like Amazon. Candidates can Refer the Amazon and buy through Online.

Check the Following Links for more information,

  • B.Arch Books & Notes For All Semesters in PDF – 1st, 2nd, 3rd, 4th, 5th Year
  • BA Books & Notes For All Semesters in PDF – 1st, 2nd, 3rd Year

We’ve provided M.Sc Books & Notes in PDF for all Semesters. Any University student can download given M.Sc   Notes and Study material or you can buy M.Sc   Books at Amazon also. Share this article with other M.Sc students who are searching for M.Sc Books for all years and help them to download M.Sc Notes in PDF Format.

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