Bachelor of Science in Mathematics is a 3 year graduation program offered for plus two pass outs looking forward to a career in the field of Mathematics. This program is mainly concerned with various basic aspects regarding the field of Mathematics.

Advantages or Benefits of Bachelor of Science in Mathematics

Bachelor of Science in Mathematics pass outs has a lot higher study options in the field. These people can work in various financial oriented job profiles in various sectors where they will be given good salary packages. Certain certifications in the field will help them to get even more good remuneration. Almost every field of work needs experts in Mathematics and this factor will help them to improve their job opportunities.

Eligibility required for Bachelor of Science in Mathematics

Plus two pass outs who have good marks can apply for this course. They must have studied Mathematics as one of the subjects in the plus two level studies. The educational qualification that is needed to apply for this degree should be obtained from any recognized Institute.

Application Procedure of Bachelor of Science in Mathematics

The procedure of application will differ with the Institution one has chosen for doing this program. The exact details of the program will be specified clearly in the Institute’s website. There may be entrance exams for admission in certain Institutions and the details regarding that will also be given in the website. The fees to be paid will also differ with the Institution and according to the category of the students.

Colleges offering Bachelor of Science in Mathematics

• Bharathiar University Arts and Science College
• Sree Vyasa N.S.S. College
• St. Joseph’s College
• Abhayapuri College
• Coochbehar College
• Rani Anna Government College for Women
• The Quaide Milleth College for Men
• A.A. Govt. Arts College for Men
• A.D.M. College for Women
• A.K.C. College of Arts and Science
• Fatima Mata National College
• Fergusson College
• G C College
• G.A. Mahavidyalaya
• G.S. Degree College
• A.K.D. Dharmaraja’s Women’s College
• A.P.A. College of Arts and Culture
• Ganesh College of Education
• Gangadhar Meher College
• Gangeswari Mahavidyalaya
• A.P.C. Mahalakshmi College for Women
• A.R.C. Viswanathan College
• Lalit Chandra Bharali College
• Laxminarayan College
• Little Flower College
• Lohia College
• Veeraiya Vandayar Memorial Sri Pushpam College
• Lokmanya Tilak Mahavidyalaya
• Luthern Womens Degree College
• M. J. M. Mahila College
• M. V. R. Degree College
• M.E.S. College
• M.E.S. Mampad College
• M.O.P. Vaishnav College for Women

Course Curriculum of Bachelor of Science in Mathematics

Semester 1

• Calculus
• Geometry
• Algebra I

Semester 2

• Mechanics I
• Differential Equations I
• Algebra II

Semester 3

• Mechanics II
• Differential Equations II
• Analysis I

Semester 4

• Vector Analysis
• Differential Equations III
• Analysis II

Semester 5

• Numerical Methods
• Numerical Methods Practical using C
• Algebra III
• Analysis III
• Optional Paper I
• Optional Paper II

Semester 6

• Probability Theory
• Linear Programming and Optimization
• Algebra V
• Analysis IV
• Optional Paper III
• Optional Paper IV

Text Books on Bachelor of Science 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
• Linear Algebra and its Applications by David C. Lay
• Functional Analysis by K.K. Jha
• Operations Research: Methods and Problems by Sasievir, Yaspan, Friedman
• Operations Research – Theory and Applications by J. K. Sharma
• Operations Research by Taha
• Functional Analysis by Vulikh
• Complex Variable by Gupta & Gupta
• Differential Equations and Boundary Value Problems: Computing and Modeling by C. H. Edwards and D. E. Penny
• Real Functions by C. Goffman
• Theory of Functions of a Real Variable by Burkil
• Real Analysis by Goldberg
• Differential Equations by S. L. Ross
• Real Analysis by Royden
• Functional Analysis by G. Bachman & L. Narici
• Functional Analysis by A.E. Taylor
• Fundamentals of Mathematical Statistics by Gupta, S.C. and Kapoor
• 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
• A Brief Course in Mathematical Statistics by Hogg, R.V. and Tanis
• 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
• Introduction to the Theory of Statistics by Mood
• Real Analysis by Goldberg
• Real Analysis by Royden
• Real Analysis by Lahiri & Roy
• Discrete Univariate Distributions by Johnson
• Mathematical Analysis by Apostol
• Theory of Functions by Titchmarsh
• Functions of Complex Variable by Punoswamy
• Complex Variable by Gupta & Gupta
• Theory of Functional of Complex variable by W. Churchil
• Principle of Mathematical Analysis by W. Rudin
• Introduction to Probability Models by Ross
• Functions of Complex variable by E. T. Copson
• Functions of Complex variable by Philips
• Principles of Operations Research by Wagner
• 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
• Contemporary Abstract Algebra by Joseph A. Gallian
• Algebra by T. W. Hungerford
• Fundamentals of Abstract Algebra by Malik, Mordeson & Sen
• Topics in Abstract Algebra by Sen, Ghosh & Mukhopadhyay
• Linear Algebra by Kenneth Hoffman and Ray Kunze
• Basic Algebra by P. M. Cohn
• Linear Algebra by S. Lang
• Linear Algebra by Hoffman & Kunze
• Linear Algebra and its Applications by David C. Lay
• Linear Algebra by S. Kumareson
• Linear algebra by Rao & Bhimsankaran
• Simmons – Introduction to Topology & Modern Analysis
• Abstract Algebra by David S. Dummit and Richard M. Foote
• Topology by Munkresh
• Topological Structures by W. J. Thron
• General Topology by Joshi
• Elementary differential geometry by Andrew Pressley
• General Topology by J. L. Kelley
• Functions of one Complex Variable by J. B. Conway
• Complex Variable by R. B. Ash

Job and Career after Bachelor of Science in Mathematics

Employment Areas

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

Remuneration after Bachelor of Science in Mathematics

Bachelor of Science in Mathematics graduates will be offered a remuneration of around Rs.20000/- per month in Public sector organizations. Private sector organizations will provide them with salary packages of around Rs.8, 000 to Rs.15, 000 per month at an entry level. The exact salary will vary with the job profile and also on the firm in which they are working. There are various organizations abroad that will give them even more good salary packages. The best way to make a good career in this field would be to go for higher studies and improve their career prospects.