Department of Applied Mathematics

Ph.d.

Dept. data last updated on :05/06/2026

Program Name :

Ph.D Program

Specialization :

Algebra, Special Functions, Functional Analysis, Variational Inequalities, Differential Geometry.

Number of Seats :

Depending on availability of seats in the department with the faculty members

Degree Requirement :

Refer Guide to Admission

Course Requirement :

Refer Guide to Admission

Jobs Prospects :

Wide scope in Teaching and Research


Program Educational Objectives (PEO's) :

PROGRAMME EDUCATIONAL OBJECTIVES (PEO’s) FOR Ph.D.

PEO1: To attain advanced expertise in specific research fields by cultivating a comprehensive understanding of the domain through independent and collaborative research.


PEO2: To nurture observational, exploratory and analytical skills that promotes research competence and innovation among students.

PEO3: To equip students with advanced computational skills and technological proficiency for effective mathematical modeling, simulation, and visualization, enhancing their research potential and career prospects.

PEO4: To cultivate a spirit of curiosity and a deep appreciation for mathematics as a foundational discipline that drives progress in science, technology and society.

PEO5: To instill professional ethics, teamwork and leadership qualities, encouraging students to  apply mathematical knowledge responsibly in academic, industrial and societal contexts.



Program Outcomes (PO's) :

PROGRAMME OUTCOMES (PO’s)

After completing Ph.D., the research scholar would be able to:

PO1: Research Competence
Demonstrate a deep and comprehensive understanding of advanced mathematical concepts, theories and methodologies relevant to their area of research specialization.

PO2: Problem-Solving Skills
Formulate and investigate challenging mathematical questions, applying advanced analytical techniques and independent reasoning to generate innovative solutions and contribute to the evolution of mathematical theory.

PO3: Research Methodology and Tools
Apply appropriate research methodologies, analytical techniques and modern computational tools to conduct high-quality and ethically sound research.

PO4: Scholarly Communication
Effectively disseminates research findings and mathematical insights through peer-reviewed publications, conferences and academic discussions at national and international levels.

PO5: Critical Thinking and Innovation
Foster scholarly rigor through critically engaging with mathematical literature, pinpointing open questions and constructing creative, well-founded research approaches to resolve them.

PO6: Professional and Ethical Responsibility
Exhibit academic integrity, ethical research practices and responsibility in data handling, publication and collaborative research.

PO 7: Interdisciplinary Collaboration
Engage in interdisciplinary research, applying mathematical knowledge to address problems in science, engineering, medicine, or other related fields.

PO 8: Lifelong Learning and Leadership
Show commitment to lifelong learning, continuous professional development and leadership within academic, research and professional communities.

PO 9: Teaching and Mentorship Skills
Develop the ability to teach, mentor and guide undergraduate and postgraduate students effectively, fostering a strong academic and research culture.

Accreditation :

No