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Monark University stands as a beacon of excellence in Ahmedabad, embodying the pinnacle of academic achievement and innovation.

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Monark University stands as a beacon of excellence in Ahmedabad, embodying the pinnacle of academic achievement and innovation.

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Monark UniversityProgramsMastersMaster of Science in Mathematics

Master of Science in Mathematics

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About Program

Our Master of Science (M.Sc.) program at the Faculty of Science, Monark University is designed to provide advanced knowledge, specialization, and research-oriented learning in various scientific disciplines. The program focuses on developing in-depth subject understanding, analytical abilities, and technical expertise required for academic, research, and industry careers.

The curriculum emphasizes advanced theoretical concepts along with hands-on laboratory work, research methodology, seminars, and continuous evaluation, ensuring a strong balance between academic knowledge and practical application. Students are trained in modern scientific techniques, instrumentation, and data analysis to address complex scientific challenges.

The program incorporates project, dissertation work, seminars, field work, and study tours, enabling students to gain practical exposure, research experience, and independent learning skills. These components enhance critical thinking, scientific communication, and real-world problem-solving abilities.

The program offers specialization in disciplines such as Chemistry, Microbiology, Biotechnology, Physics, and Mathematics, allowing students to develop domain expertise aligned with their career goals. It also includes skill development and interdisciplinary learning to strengthen professional competence. With experienced faculty and well-equipped laboratories, the program prepares graduates for careers in research, industry, healthcare, and academia, and provides a strong foundation for pursuing Ph.D. and advanced research opportunities.

Program Highlight

Faculty

Science

Duration

2 Years

Credits

96

Language

English

Program Outcomes (POs)

POs Description
PO1 Advanced Disciplinary Knowledge: Demonstrate, analyze, and apply advanced theoretical and practical knowledge in the chosen scientific discipline.
PO2 Problem Analysis and Solution Design: Identify, formulate, analyze, and solve complex scientific problems using appropriate methodologies and logical reasoning.
PO3 Research and Innovation: Design and conduct independent research, analyze data, and develop innovative solutions to scientific and technological challenges.
PO4 Experimental and Technical Proficiency: Select and apply advanced laboratory techniques, instruments, and computational tools for experimentation and data interpretation.
PO5 Critical Thinking and Evaluation: Critically analyze, evaluate, and synthesize scientific information, research findings, and theoretical models to draw valid conclusions.
PO6 Scientific Communication: Communicate scientific concepts, research outcomes, and technical information effectively in written, oral, and presentation forms.
PO7 Ethics and Professional Responsibility: Apply ethical principles, demonstrate integrity, and evaluate professional responsibilities in research and scientific practices.
PO8 Environment and Sustainability: Analyze environmental issues and propose sustainable, science-based solutions for societal and global challenges.
PO9 Teamwork and Leadership: Collaborate effectively in multidisciplinary teams and demonstrate leadership in research and professional environments.
PO10 Lifelong Learning and Adaptability: Engage in independent and lifelong learning, and adapt to emerging trends, technologies, and advancements in science.
PO11 Employability and Career Readiness: Apply advanced knowledge and skills for careers in research, industry, academia, and entrepreneurship.
PO12 Interdisciplinary Approach: Integrate knowledge from multiple scientific disciplines to address complex and emerging problems.

Program Specific Outcomes (PSOs)

PSOs Description
PSO1 Advanced Subject Expertise: Apply, analyze, and synthesize advanced concepts and theories in the chosen specialization (Chemistry, Microbiology, Biotechnology, Physics, or Mathematics) to solve complex domain-specific problems.
PSO2 Research and Analytical Competence: Design and conduct independent research, critically analyze experimental or theoretical data, and interpret results using appropriate scientific methods and tools.
PSO3 Technical and Instrumentation Skills: Select and utilize advanced laboratory techniques, modern instruments, and computational tools relevant to the discipline for accurate analysis and innovation.
PSO4 Problem Solving and Innovation: Evaluate scientific problems and develop innovative, sustainable, and practical solutions applicable to industry, environment, and society.
PSO5 Scientific Communication and Professional Ethics: Communicate research findings effectively through reports, presentations, and publications, and demonstrate ethical practices and professional responsibility in scientific work.
PSO6 Career Readiness and Lifelong Learning: Demonstrate readiness for careers in research, industry, healthcare, and academia, and engage in lifelong learning to adapt to advancements in science and technology.

Eligibility

  • Candidate must have completed a Bachelor’s degree in Science stream from a recognized university

Master of Science in Mathematics - CURRICULUM

Semester 1

Subject Name L T P C
Mathematics-01-Metric Space 4 0 0 4
Mathematics-02-Algebra 4 0 0 4
Mathematics-03-Complex Analysis-I 4 0 0 4
Mathematics-04-Ordinary Differential Equations and Special Functions 4 0 0 4
Mathematics-05-Practical-01 0 0 8 4
Mathematics-06-Seminar-01 0 0 8 4
Total 16 0 16 24

Semester 2

Subject Name L T P C
Mathematics-07-Topology-I 4 0 0 4
Mathematics-08-Functional Analysis-I 4 0 0 4
Mathematics-09-Real Analysis 4 0 0 4
Mathematics-10-Functions of Several Real Variables 4 0 0 4
Mathematics-11-Practical-02 0 0 8 4
Mathematics-12-Serminar-02 0 0 8 4
Total 16 0 16 24

Semester 3

Subject Name L T P C
Mathematics-13-Mechanics 4 0 0 4
Mathematics-14-Banach Algebra 4 0 0 4
Mathematics-15-Graph Theory 4 0 0 4
Mathematics-16-Problems and Exercises in Mathematics-I 4 0 0 4
Mathematics-17-Practical 0 0 8 4
Mathematics-18-Seminar-03 0 0 8 4
Total 16 0 16 24

Semester 4

Subject Name L T P C
Mathematics-19-Mathematical Methods 4 0 0 4
Mathematics-20-Differential Geometry 4 0 0 4
Mathematics-21-Relativity 4 0 0 4
Mathematics-22-Problems and Exercises in Mathematics-II 4 0 0 4
Mathematics-23-Seminar 0 0 8 4
Mathematics-24-Assignment 0 2 4 4
Total 16 2 12 24
  L = Lecture, T = Tutorial, P = Practical, C = Credits

Internship Detail

Internship Type

Research-based / Laboratory / Field / Industry-based (as applicable)

Duration

2-3 Month

Semester

Master of Science Semester IV

Mandatory (Yes/No)

Yes

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