Course Name

M.Sc. (2 Years)

Level

PG (Intake: 120) Started in 2012 with an intake 50.
Intake increased to 120 seats in 2017. Known as Sharnbasveshwar College of Science P G Studies, Kalaburagi Affiliated to Gulbarga University, Kalaburagi.

Shifted to Faculty of Science and Technology (Co-Education), Sharnbasva University, Kalaburagi. In 2017

Eligibility

Eligibility: Passed Bachelor's Degree or equivalent. Obtained at least 50% marks (45% marks in case of candidates belonging to reserved category) in the qualifying examination.

Professional Activities:

Seminars, Hands on Training, International Conference and workshops

PO1

Knowledge about both pure and applied Mathematics

PO2

Knowledge Regarding Research work various mathematical Software such as Scilab, Maxima, Freemat, Python.

PO3

Knowledge About analysis dealing with various real-life problems.

PO4

knowledge to apply their skill that can analyse scientific reasoning for various things through mathematics

PO5

To provide qualitative education through effective teaching, learning process by introducing Project, Assignment internship and Mathematical software tools

PO6

Student will develop ability for generation of mathematical model to a given real life
situation as well as learning new areas of mathematics in future either for teaching or for
research.

PO7

Demonstrate the ability to conduct research independently and pursue higher studies towards
Ph.D. degree in mathematics.

PO8

The student shall acquire capability to evaluate hypothesis, methods and evidence within
their proper contexts in any situation.

PO9

The student shall able to apply the knowledge acquired in mathematics in science,
technology as well as research and its extensions.

P10

Gain the knowledge of software which will be useful in Research.

PSO1

Students Apply the knowledge of mathematical concepts in interdisciplinary fields.

PSO2

it will help the students to Understand the nature of abstract mathematics and explore the concepts in further details.

PSO3

Student will be able to Model the real-world problems in to mathematical equations and draw the inferences by finding appropriate solutions.

PSO4

student will be able to Identify challenging problems in mathematics and find appropriate solutions.

PSO5

Student will be able to Pursue research in challenging areas of pure/applied mathematics.

PSO6

Student will be able to Employ confidently the knowledge of mathematical software and tools for treating the complex mathematical problems and scientific investigations.

PSO7

Student will be able to Continue to acquire mathematical knowledge and skills appropriate to professional activities and demonstrate highest standards of ethical issues in mathematics.

PSO8

Student will be able to Comprehend and write effective internship reports and design documentation/mini and major projects related to mathematical research and literature, make effective presentations.

PSO9

Syllabus is made in such a way that it is convenient and helpful for students in preparation of KSET

PS10

Student will be able to Effectively communicate and explore ideas of mathematics for propagation of knowledge and popularization of mathematics in society.

Course Name

Ph.D.

Level

Ph.D.

Course Information

4 Research scholars pursuing their research in the areas of fluid Mechanics 

3 Research scholars were awarded Ph.D. degree.