Department of Mathematics

Introduction

Establishment

Established in 1945

T.Y.B.Sc. started in 1985

M.Sc. began in 1992

Vision

To produce acceptable mathematics teachers
To popularize mathematics among school students

Mission

To develop the department as the best Mathematics department in Mumbai University.

BoS

Composition of BoS

Minutes of Meetings of BoS

Extension Activities

School Teaching: UG & PG Students of the department conducts lectures on 8th &10th STD students in various schools.

Such as departmental library / remedial-bridge courses, e-study material, departmental scholarships, research guidance, etc.
1)Departmental Library with 400 books.
2)Every year Bridge course for the new T.Y.B.Sc. students in month of April/June

Vidya Samiti

1) Dr. S.B. Kulkarni (HOD of Applied Science & Humanities in Finolex Academy of Management & Technology)
2) Departmental staff & student representative.

Alumni

Name	Organization	Special Achievements
Farha Vanu	–	1st Rank in Mumbai University for all subjects (2013)
Santosh Kulkarni	Manager – Bank of Maharashtra	–
Pralhad Soman	Assistant Professor – Finolex Academy of Management & Technology	–
Meera Mainkar	Ph.D guide in Michigan University USA	–
Omkar Jawadekar	–	1st Rank in Mumbai University B.Sc.(2017-18)

Staff

Teaching Staff

Dr. Karwanje Diwakar Prabhakarrao

Assistant professor and Head

Smt. Joshi Uma Ekanath

Assistant Professor

Mr. Kulkarni Yuvraj Nitin

Assistant Professor

Mrs. Joshi Spruha Kaustubh

Assistant Professor

Mrs. Patwardhan Gauri Rajendra

Assistant Professor

Smt. Surve Shraddha Vidyadhar

Assistant Professor

Mr. Shitut Pratik Ravindra

Assistant Professor

Visiting Faculty Details

Programmes & Courses

Curriculum

Programmes Offered:

B Sc in Mathematics
M Sc in Mathematics

UG

Class and Semester	Course Nomenclature	Major/Minor	Type (Optional/Elective/Compulsory)
F.Y.B.Sc. Semester I	Calculus I	Major/Minor	Compulsory
	Algebra I
	Practical Course -1
	Problem Solving Skills in Calculus and Algebra (VSC)
	Introduction to Statistics	-	Open Elective
F.Y.B.Sc. Semester II	Calculus II	Major/Minor	Compulsory
	Discrete Mathematics I
	Mathematics Practical-2
	Basic Maths for Competitive Exams (SEC)
	Probability Theory	-	Open Elective
S.Y.B.Sc. Semester III	Real Analysis I	Major	Compulsory
	Linear Algebra I
	Differential Equations I
	Mathematics Practical-3
	Set Theory and Logic (SEC)
	Numerical Methods I	Minor
	Practical-A	Minor
	Commercial Mathematics	-	Open Elective
S.Y.B.Sc. Semester IV	Calculus III	Major	Compulsory
	Linear Algebra II
	Differential Equations II
	Mathematics Practical-4
	Computational Geometry
	Numerical Methods II	Minor
	Practical-B	Minor
	Financial Mathematics	-	Open Elective
	Research Analyst in Stock Market	-	Open Elective
T.Y.B.Sc. Semester V	Calculus IV	Major	Compulsory
	Group Theory
	Topology of Metric Spaces I
	Mathematics Practical-5
	Mathematics Practical-6
	Graph Theory		Elective
	Practical-Graph Theory		Elective
	Numerical Analysis		Elective
	Practical-Numerical Analysis		Elective
	Microsoft Excel (VSC)		Compulsory
	Field Project		Compulsory
T.Y.B.Sc. Semester VI	Real Analysis II	Major	Compulsory
	Ring Theory
	Topology of Metric Spaces II
	Mathematics Practical-7
	Mathematics Practical-8
	Laplace Transform		Elective
	Discrete Mathematics II		Elective
	Number Theory		Elective
	Practical-Number Theory		Elective
	Python Programming (VSC)		Compulsory
	On Job Training		Compulsory

PG

Class	Semester	Course nomenclature	Type - Major Mandatory / elective
M.Sc I	I	Algebra I	Major mandatory
		Analysis I
		Complex Analysis
		Discrete Mathematics I
		Ordinary Differential Equations	Major elective
		Business statistics	Major elective
		Research Methodology	Mandatory
	II	Algebra II	Major mandatory
		Topology
		Analysis II
		Partial Differential Equation
		Probability Theory	Major elective
		Elementary number theory	Major elective
		On Job Training	Mandatory
M.Sc II	III	Algebra III	Major mandatory
		Functional Analysis
		Geometry of Curves and Surfaces
		Discrete Mathematics II
		Graph Theory	Major elective
		Linear & Non–Linear Programming	Major elective
		Research Project	Mandatory
	IV	Algebra IV	Major mandatory
		Fourier Analysis
		Calculus on Manifolds
		Numerical Analysis	Major elective
		Operation Research	Major elective
		Research Project	Mandatory

Other (Certificate, Diploma, Advanced Courses)

Certificate course in Applied Mathematics

Program and course outcome

Programme	Program Specific Outcomes
B.Sc. Mathematics	Learner shall able to develop positive attitude towards mathematics as an interesting and valuable subject. Enhancing students' overall development and to equip them with mathematical modelling, abilities, problem solving skills, creative talent. Learner should be able to acquire good knowledge and understanding in advanced areas of mathematics. Learner should apply Mathematical models to the problems of society.
M.Sc. Mathematics	Learner shall able to demonstrate an understanding of commonly used facts, formulae, terminology and definitions. Learner shall able to write well-constructed and logical mathematical proofs. Learner shall get advanced knowledge of principles, methods and clear perception of in numerous power of mathematical ideas and tools. Learner shall get knowledge about both pure as well as applied mathematics branches.

Programme

Program Specific Outcomes

B.Sc. Mathematics

Learner shall able to develop positive attitude towards mathematics as an interesting and valuable subject.
Enhancing students' overall development and to equip them with mathematical modelling, abilities, problem solving skills, creative talent.
Learner should be able to acquire good knowledge and understanding in advanced areas of mathematics.
Learner should apply Mathematical models to the problems of society.

M.Sc. Mathematics

Learner shall able to demonstrate an understanding of commonly used facts, formulae, terminology and definitions.
Learner shall able to write well-constructed and logical mathematical proofs.
Learner shall get advanced knowledge of principles, methods and clear perception of in numerous power of mathematical ideas and tools.
Learner shall get knowledge about both pure as well as applied mathematics branches.