Master of Arts in Mathematics is a 2 year post graduation course which deals with the study of advance level concepts in Mathematics. Aspirants who successfully complete this course can get engaged in various fields of work. This course provides good opportunity for aspirants to gain adequate knowledge in this field.

Advantages or Benefits of Master of Arts in Mathematics

This course study helps the candidates to gain adequate knowledge in the area of analytical research. Master of Arts in Mathematics graduates can hope for a bright career in this field and also in its related areas. They can undergo numerous certification courses which will enable them to work in reputed firms in several job profiles. Graduates can benefit in their career by going for higher studies.

Good remuneration is also being offered for Master of Arts in Mathematics graduates in top organizations.

Eligibility required for Master of Arts in Mathematics

• The aspirants holding a Bachelor’s degree with Mathematics as honors or as any one of the subjects
• Minimum marks in the graduation level exam are necessary to apply for this course.
• Average score is needed in this level of study to apply for this course in reputed institutions.
• Certain institutions also take score in the entrance exams if any.

Application Procedure of Master of Arts in Mathematics

The application process for various institutions will differ in certain aspects. The entire details regarding the admission process will be mentioned in the concerned Institution’s website. The fees will differ with the category of the applicants. A rank list will be published based on the marks in the concerned exam and score in the entrance tests if any.

Colleges offering Master of Arts in Mathematics

• Aditi Mahavidyalaya
• Andhra University School of Distance Education
• D.K.D. College
• Dayanand Anglo - Vedic College
• Dayanand Brajendra Swarup College
• Deshbandhu College
• Dr L Bullayya Post Graduate College
• G B R Degree College
• G C College
• GKRVM Degree & PG College
• Hans Raj College
• Indraprastha College for Woman
• Kampur College
• Khallikota (Autonomous) College
• Kharupetia College
• Sri Gowri Degree & PG College
• Sri Meenakshi Government College for Women
• St. Stephen’s College
• St. Thomas College
• Zakir Hussain College

Course Curriculum of Master of Arts in Mathematics

Semester 1

• Algebra-I
• Real Analysis
• Differential Equations-I
• Differential Geometry
• Dynamics of Rigid Bodies
• Calculus of Variation and Special Function-I

Semester 2

• Algebra-II
• Topology
• Differential Equations-II
• Riemannian Geometry and Tensor Analysis
• Hydrodynamics
• Special Functions-II

Semester 3

• Functional Analysis-I
• Viscous Fluid Dynamics-I
• Core-Elective- I
• Core-Elective-II
• Core-Elective-III
• Core Elective-IV

Semester 4

• Functional Analysis-II
• Viscous Fluid Dynamics-II
• Core-Elective- V
• Core-Elective- VI
• Core-Elective- VII
• Core-Elective- VIII

Electives

• Continuum Mechanics
• Boundary Layer Theory
• Mathematical Programming
• Combinatory and Graph Theory
• Integral Transforms and Integral Equations
• Relativity and Cosmology
• Industrial Mathematics
• Magneto hydrodynamics
• Numerical Analysis
• Computer Applications
• Continuum Mechanics-I
• Continuum Mechanics-II
• Boundary Layer Theory-I
• Boundary Layer Theory-II
• Mathematical Programming-I
• Mathematical Programming-II
• Combinatory and Graph Theory-I
• Graph Theory-II
• Integral Transforms
• Integral Equations
• Relativistic Mechanics
• General Relativity and Cosmology
• Industrial Mathematics-I
• Industrial Mathematics-II
• Magneto hydrodynamics-I
• Magneto hydrodynamics-II
• Numerical Analysis-I

Text Books on Master of Arts in Mathematics

• Theory of Functions of a Real Variable by I. P. Natanson
• Functional Analysis by Lusternik and Sovolev
• Functional Analysis with applications by A.H. Siddiqui
• Functional Analysis by K.K. Jha
• Functional Analysis by Vulikh
• Complex Variable by Gupta & Gupta
• Real Functions by C. Goffman
• Theory of Functions of a Real Variable by Burkil
• Real Analysis by Goldberg
• Real Analysis by Royden
• Functional Analysis by G. Bachman & L. Narici
• Functional Analysis by A.E. Taylor
• Introductory Functional Analysis with Applications by E. Kreyszig
• Functional Analysis by L.V. Kantorvich and G.P. Akilov
• Elements of Functional Analysis by B.K. Lahiri
• Introduction to Topology and Modern Analysis by G.F. Simmons
• Functional Analysis by B.V. Limaye
• A second Course of Mathematical Analysis by Burkil & Burkil
• Real Analysis by Goldberg
• Real Analysis by Royden
• Real Analysis by Lahiri & Roy
• Mathematical Analysis by Apostol
• Theory of Functions by Titchmarsh
• Principle of Mathematical Analysis by W. Rudin
• Integration and Function Spaces by Charles Swartz
• Topics in Algebra by I. N. Herstein
• Basic Abstract Algebra by P. B. Bhattacharya, S. K. Jain & S. R. Noyapal
• Algebra by T. W. Hungerford
• Fundamentals of Abstract Algebra by Malik, Mordeson & Sen
• Topics in Abstract Algebra by Sen, Ghosh & Mukhopadhyay
• Basic Algebra by P. M. Cohn
• Linear Algebra by S. Lang
• Linear Algebra by Hoffman & Kunze
• Linear Algebra by S. Kumareson
• Linear algebra by Rao & Bhimsankaran
• Simmons – Introduction to Topology & Modern Analysis
• Topology by Munkresh
• Topological Structures by W. J. Thron
• General Topology by Joshi
• General Topology by J. L. Kelley
• Functions of one Complex Variable by J. B. Conway
• Complex Variable by R. B. Ash
• Functions of Complex Variable by Punoswamy
• Complex Variable by Gupta & Gupta
• Theory of Functional of Complex variable by W. Churchil
• Functions of Complex variable by E. T. Copson
• Functions of Complex variable by Philips
• Principles of Operations Research by Wagner
• Operations Research: Methods and Problems by Sasievir, Yaspan, Friedman
• Operations Research – Theory and Applications by J. K. Sharma
• Operations Research by Taha
• Operations Research by Schaum’s Outline Series
• Introduction to Operations Research by Hillie & Lieberman
• Operations Research by Swarup, Gupta & Manmohan
• The Theory of Ordinary Differential Equations by J. C. Burkill
• Theory of Ordinary Differential Equations by E. A. Codington and Levinson
• Essentials of Ordinary Differential Equations by R.P. Agarwal & R. C. Gupta
• Differential Equations by G. F. Simmons
• Ordinary Differential Equation by G. Birkhoff & G. Rota
• Special Functions by E. D. Rainville
• Special Functions of mathematical Physics & Chemistry by I. N. Sneddon
• Special Functions and Their Applications by N. N. Lebedev

Job and Career after Master of Arts in Mathematics

Employment Areas

• Colleges
• Universities
• Banking Sector
• Financial Firms
• IT Organizations
• Research Units
• Insurance Sector
• Civil Service

Remuneration after Master of Arts in Mathematics

Master of Arts in Mathematics graduates can earn a remuneration of around Rs.26000/- per month in reputed Public sector organizations. These graduates can earn salary packages of around Rs.36000/- per month in reputed Private sector units. Organizations in foreign countries will offer them salary packages of around Rs.200000/- per month. Experiences as well as skills in this field are the important factors that will help them to earn even high salary packages.