- Home
- Course
- Master of Science in Mathematics

### United

- SCIENCE COURSES

MSc in Mathematics MSc in Mathematics is a postgraduate program that provides advanced knowledge and skills in various fields of […]

MSc in Mathematics is a postgraduate program that provides advanced knowledge and skills in various fields of mathematics. It is a rigorous and challenging program that covers a broad range of topics in pure and applied mathematics. The program is designed to equip students with advanced analytical and problem-solving skills that are essential in research, teaching, and various industries.

The program typically includes courses in real analysis, algebra, topology, differential equations, complex analysis, number theory, probability, and statistics. Students also have the option to specialize in a particular field of mathematics, such as algebraic geometry, differential geometry, topology, number theory, mathematical logic, or applied mathematics. Many universities also offer elective courses that allow students to explore other areas of interest, such as data science, machine learning, or computational mathematics.

MSc in Mathematics programs are designed for students who have a strong foundation in mathematics and are interested in pursuing a career in academia, research, or industry. Graduates of this program have a wide range of career options, including research and teaching positions in universities and research organizations, as well as careers in industries such as finance, engineering, data science, and information technology.

The program typically requires a minimum of two years of study, during which students are expected to complete coursework, research projects, and examinations. Some universities may also require students to complete a thesis or dissertation based on original research. In addition to the academic requirements, students are also encouraged to participate in research projects, attend conferences and seminars, and collaborate with faculty members and fellow students.

Course Name | MSc in Mathematics |
---|---|

Level | Postgraduate |

Duration | 2 years |

Eligibility | Bachelor’s degree in Mathematics or a related field with a minimum of 50% aggregate marks |

Admission Process | Entrance exam and/or merit-based |

Top Entrance Exams | JAM, IIT JAM, TIFR, BHU PET, CUCET |

Top Colleges | Indian Statistical Institute (ISI), Chennai Mathematical Institute (CMI), Tata Institute of Fundamental Research (TIFR), University of Delhi, University of Hyderabad |

Average Course Fees | INR 10,000 to INR 2,00,000 per year |

Syllabus | Real Analysis, Abstract Algebra, Topology, Differential Equations, Complex Analysis, Number Theory, Probability Theory, Statistics |

Career Options | Research and Teaching Positions in Universities and Research Organizations, Industries such as Finance, Engineering, Data Science, and Information Technology |

Top Recruiters | Google, Amazon, IBM, Infosys, TCS, Wipro, DRDO, ISRO, BARC, Bhabha Atomic Research Centre, Indian Statistical Institute, Reserve Bank of India, Indian Space Research Organisation |

**There are many reasons why one might choose to pursue an MSc in Mathematics. Here are a few:**

**Advanced knowledge and skills:**An MSc in Mathematics provides advanced knowledge and skills in various fields of mathematics. It helps students to deepen their understanding of mathematical concepts and theories and enhances their analytical and problem-solving skills.**Career prospects:**An MSc in Mathematics opens up a wide range of career options in academia, research, and industry. Graduates of this program have excellent job prospects in fields such as research and teaching positions in universities and research organizations, as well as careers in industries such as finance, engineering, data science, and information technology.**Research opportunities:**An MSc in Mathematics provides opportunities for students to engage in cutting-edge research in various fields of mathematics. It allows students to work closely with faculty members and fellow students and develop research skills that are essential in academia and industry.**Specialization options:**Many universities offer specialization options in areas such as algebraic geometry, differential geometry, topology, number theory, mathematical logic, or applied mathematics. This allows students to tailor their program according to their interests and career goals.**Intellectual challenge:**Pursuing an MSc in Mathematics is a challenging and intellectually stimulating experience. It provides opportunities for students to engage in critical thinking, problem-solving, and creativity, and to develop a deeper appreciation for the beauty and elegance of mathematics.

MSc in Mathematics is typically pursued by students who have completed their undergraduate studies in mathematics or a related field and wish to deepen their understanding and knowledge of mathematics. It is a postgraduate degree program that attracts students who are passionate about mathematics and want to pursue a career in research or academia. **Some common profiles of students who pursue MSc in Mathematics are:**

**Bachelor’s degree holders in Mathematics:**Students who have completed their undergraduate studies in Mathematics, including courses in calculus, algebra, geometry, and analysis, often choose to pursue an MSc in Mathematics to further specialize in their field.**Bachelor’s degree holders in Engineering, Physics or Computer Science:**Students who have completed their undergraduate studies in Engineering, Physics, or Computer Science and have taken advanced-level mathematics courses may also choose to pursue an MSc in Mathematics to gain more in-depth knowledge and skills in Mathematics.**Teachers:**Teachers who want to teach advanced mathematics courses in high schools or at the undergraduate level may pursue an MSc in Mathematics to enhance their knowledge and skills in the subject.**Researchers:**Students who wish to pursue research in Mathematics, either in academia or industry, often pursue an MSc in Mathematics to gain advanced knowledge and skills in the field.**Career switchers:**Students who wish to switch careers and enter fields such as finance, data science, or information technology may choose to pursue an MSc in Mathematics to gain the necessary mathematical skills for these fields.

The decision of when to study for an MSc in Mathematics is a personal one that depends on several factors such as educational background, career goals, and personal circumstances. **Here are some factors to consider when deciding when to pursue an MSc in Mathematics:**

**Educational background:**To pursue an MSc in Mathematics, students usually need a bachelor’s degree in Mathematics or a related field. Therefore, the timing of pursuing an MSc in Mathematics depends on when one completes their undergraduate studies.**Career goals:**Pursuing an MSc in Mathematics can help students achieve their career goals, whether it is to work in academia, research, or industry. The timing of pursuing an MSc in Mathematics should align with one’s career goals and plans.**Personal circumstances:**Personal circumstances, such as financial situation, family obligations, or work commitments, can affect the timing of pursuing an MSc in Mathematics. Some students may prefer to work for a few years before pursuing further studies to gain practical experience or to save money.**Availability of programs:**The availability of MSc in Mathematics programs also plays a role in deciding when to pursue the degree. Some programs may have different schedules or deadlines for application, so students should consider these factors when planning to pursue an MSc in Mathematics.

**The admission process for MSc in Mathematics may vary depending on the university or college. However, here are some general steps that are typically involved in the admission process:**

**Eligibility criteria:**The first step in the admission process is to ensure that you meet the eligibility criteria for the program. Most universities require a bachelor’s degree in Mathematics or a related field, along with a minimum percentage or CGPA score.**Entrance exam:**Some universities require students to appear for an entrance exam, which tests their knowledge and aptitude in Mathematics. Common entrance exams for MSc in Mathematics in India include the Joint Entrance Screening Test (JEST), Indian Statistical Institute Admission Test (ISI), and Tata Institute of Fundamental Research (TIFR) Entrance Exam.**Application form:**Once you have identified the universities you wish to apply to, you will need to fill out an application form. The application form typically requires you to provide personal details, educational qualifications, and other relevant information.**Documents:**You will need to submit various documents along with the application form, including mark sheets, degree certificates, and identification proof. You may also need to provide proof of work experience, if applicable.**Interviews:**Some universities may conduct interviews as part of the admission process to assess the candidate’s suitability for the program.**Admission offer:**If you meet the eligibility criteria and perform well in the entrance exam and interview (if applicable), you will receive an offer of admission from the university. You will need to pay the admission fee and complete other formalities to secure your seat in the program.

**The eligibility criteria for MSc in Mathematics may vary depending on the university or college. However, here are some general eligibility criteria:**

**Educational qualifications:**Candidates must have a bachelor’s degree in Mathematics or a related field such as Engineering, Physics, Computer Science, or Statistics from a recognized university.**Minimum percentage or CGPA:**Candidates must have a minimum percentage or CGPA score in their bachelor’s degree. This may vary between universities but is typically around 50-60%.**Entrance exam:**Some universities require candidates to appear for an entrance exam, which tests their knowledge and aptitude in Mathematics. Common entrance exams for MSc in Mathematics in India include the Joint Entrance Screening Test (JEST), Indian Statistical Institute Admission Test (ISI), and Tata Institute of Fundamental Research (TIFR) Entrance Exam.**Work experience:**Some universities may require candidates to have work experience in a related field, such as teaching or research.

## Exam Name | ## Conducting Body | ## Exam Date |
---|---|---|

IIT JAM Mathematics | IITs | February |

ISI Admission Test | ISI Kolkata | May |

CUCET | Central Universities | September |

TIFR GS | Tata Institute of Fundamental Research | December |

BHU PET Mathematics | Banaras Hindu University | May |

DUET Mathematics | University of Delhi | June |

JNU CEEB | Jawaharlal Nehru University | September |

NEST Mathematics | NISER Bhubaneswar and UM-DAE CEBS Mumbai | June |

KVPY-SA | Department of Science and Technology (DST) | November |

JAMMU University Entrance Exam for MSc Mathematics | University of Jammu | June |

## College Name | Location | ## Fees (approx.) |
---|---|---|

Indian Institute of Technology Bombay | Mumbai, Maharashtra | Rs. 20,000 – Rs. 80,000 per year |

Indian Institute of Technology Delhi | New Delhi | Rs. 20,000 – Rs. 90,000 per year |

Indian Institute of Technology Madras | Chennai, Tamil Nadu | Rs. 20,000 – Rs. 70,000 per year |

Indian Statistical Institute | Kolkata, West Bengal | Rs. 9,000 – Rs. 29,000 per semester |

University of Delhi | Delhi | Rs. 10,000 – Rs. 30,000 per year |

University of Hyderabad | Hyderabad, Telangana | Rs. 10,000 – Rs. 25,000 per semester |

Chennai Mathematical Institute | Chennai, Tamil Nadu | Rs. 4.5 lakhs per year |

Harish-Chandra Research Institute | Allahabad, Uttar Pradesh | Rs. 10,000 – Rs. 50,000 per year |

Institute of Mathematics and Applications | Bhubaneswar, Odisha | Rs. 50,000 – Rs. 1.25 lakhs per year |

Ramakrishna Mission Vivekananda University | Belur, West Bengal | Rs. 18,000 – Rs. 30,000 per semester |

## Semester I | ## Semester II |
---|---|

Theorems on Principle, Maximal and Prime Ideals | Recapitulation: Rings, Some Special Classes of Rings |

The Riemann – Stieltjes Integral | Phragmen-Lindel of theorem |

Isomorphism Theorems and its Related Problems | Alexandroff ’s One Point Compactification |

Finite and Infinite Sets | First-Order Partial Differential Equations |

Linear Differential Equations of nth Order | Second-Order Partial Differential Equations |

Modeling with Recurrence Relations with Examples of Fibonacci Numbers | The Conjugate Space H* of a Hilbert Space |

## Semester III | ## Semester IV |

Calculus on Euclidean Space | Lebesgue Integral |

Volterra and Fredholm Integral Equations | Convergence Theorems and Lebesgue Integral |

Two-dimensional Flows of Inviscid Fluids | Riemannian Metric. Connections. Riemannian Connections and their Components |

Numerical Solution of Partial Differential Equations | Partitions: De?nition of Partition of a +ve Integer |

Meaning of First and Second-order Ordinary Derivatives | Asymptotic Values and Asymptotic Curves |

Abstract Group Theory | Planarity:- Plane and Planar Graphs |

Subject | Description |
---|---|

Real Analysis | The study of real numbers and their properties |

Abstract Algebra | The study of algebraic structures such as groups and rings |

Differential Equations | The study of equations that involve derivatives |

Topology | The study of geometric properties of objects that are preserved under certain transformations |

Complex Analysis | The study of complex numbers and their functions |

Probability Theory and Statistics | The study of random events and the mathematical analysis of data |

Numerical Analysis | The study of algorithms for solving mathematical problems numerically |

Graph Theory | The study of graphs and their properties |

Number Theory | The study of integers and their properties |

Operations Research | The study of optimization techniques for decision-making |

Book Title | Author(s) |
---|---|

Principles of Mathematical Analysis | Walter Rudin |

Linear Algebra | Gilbert Strang |

Introduction to Topology | Bert Mendelson |

Differential Equations and Dynamical Systems | Lawrence Perko |

Probability and Measure | Patrick Billingsley |

Complex Analysis | Lars Ahlfors |

Abstract Algebra | Dummit and Foote |

Numerical Analysis | Richard L. Burden and J. Douglas Faires |

Graph Theory | Reinhard Diestel |

Number Theory | Ivan Niven, Herbert S. Zuckerman, and Hugh L. Montgomery |

Category | MSc in Mathematics | MSc in Applied Mathematics |
---|---|---|

Program Focus | Pure mathematics | Applied mathematics, computational mathematics |

Coursework | Abstract algebra, real analysis, topology, etc. | Differential equations, numerical analysis, modeling |

Research Focus | Theoretical mathematics | Application-oriented mathematics |

Career Opportunities | Academia, research and development, data analytics, finance | Engineering, scientific research, data science, software development |

Prerequisites | Bachelor’s degree in mathematics or related field | Bachelor’s degree in mathematics or related field |

Required Skills | Strong analytical and problem-solving skills | Strong analytical and problem-solving skills, programming proficiency |

Job Titles | Mathematician, statistician, data analyst, professor | Applied mathematician, data scientist, software developer, engineer |

Further Education | Doctoral degree in mathematics or related field | Doctoral degree in applied mathematics or related field |

Job Profiles | Approx Annual Average Salary |

Research Scientist | INR 7 Lakhs |

Economist | INR 7 Lakhs |

Accountant | INR 2.6 Lakhs |

Professor | INR 12 Lakhs |

Business Analyst | INR 8 Lakhs |

Quantitative Risk Analyst | INR 18 Lakhs |

Equity Analyst | INR 5.8 Lakhs |

Company | Industry |
---|---|

Indian Space Research Organisation (ISRO) | Space technology |

Defense Research and Development Organization | Defense research and development |

Indian Statistical Institute (ISI) | Research and development |

National Institute of Science Education and Research (NISER) | Education and research |

Tata Institute of Fundamental Research (TIFR) | Education and research |

National Aeronautics and Space Administration (NASA) | Space technology and research |

Council of Scientific and Industrial Research (CSIR) | Research and development |

Amazon | E-commerce |

Microsoft | Information technology |

Information technology | |

IBM | Information technology |

**Q: What is MSc in Mathematics? **

**A:** MSc in Mathematics is a postgraduate program that focuses on advanced topics in pure mathematics, such as algebra, topology, analysis, and geometry.

**Q: What are the prerequisites for pursuing an MSc in Mathematics? **

**A:** A bachelor’s degree in mathematics or a related field is typically required to pursue an MSc in Mathematics.

**Q: What are the career options after completing an MSc in Mathematics? **

**A:** Graduates of MSc in Mathematics programs can pursue careers in academia, research and development, data analytics, finance, and other industries that require advanced mathematical skills.

**Q: What skills do I need to succeed in an MSc in Mathematics program? **

**A:** Strong analytical and problem-solving skills, as well as proficiency in mathematical software such as MATLAB and Mathematica, are important for success in an MSc in Mathematics program.

**Q: What is the duration of an MSc in Mathematics program? **

**A:** The duration of an MSc in Mathematics program is typically two years, although this may vary depending on the university or college offering the program.

**Q: What are some of the topics covered in an MSc in Mathematics program? **

**A:** An MSc in Mathematics program covers advanced topics in pure mathematics, such as abstract algebra, real analysis, topology, and differential geometry.

**Q: Can I pursue a PhD after completing an MSc in Mathematics? **

**A:** Yes, graduates of MSc in Mathematics programs can pursue a PhD in mathematics or a related field.

**Q: What are the eligibility criteria for pursuing an MSc in Mathematics? **

**A:** The eligibility criteria for pursuing an MSc in Mathematics may vary depending on the university or college offering the program, but typically include a bachelor’s degree in mathematics or a related field and a minimum GPA requirement.

COURSE FEATURES

FEES ₹15,000

- Course level Master Course
- Course Duration 2 weeks
- University Singhania University
- Study Mode
- Eligibility
- Examination Mode
- Certificate Yes

Unit no 303,3rd Floor, MBC , #134 Infantry Road, Bangalore- 560001

+91 9945744005

info@unitedcorrespondencecollege.in

Talk Now!

Main Content