RANI CHANNAMMA UNIVERSITY, BELAGAVI
SANGOLLI RAYANNA FIRST GRADE CONSTITUENT COLLEGE
ANJANEYA NAGAR, MAL-MARUTI EXTENSION, BELAGAVI - 590 017
"A" Grade Accredited by NAAC
ABOUT:
The
department of Mathematics was established in the academic year 2006. At
present, this Department offering B.sc (M. Physics/M.Chemistry/M.
Comp.Science) degree course under UG program (NEP) affiliated
to Rani Channamma University, Belagavi. Now the department has Four teaching
faculties. The department of Mathematics is one of the important of our
college. It is a fully equipped Department. A student of mathematics with good
analytical skill and logical reasoning can excel in any walk of life. The
curriculum has been designed with emphasis on the application of concepts. Department
of Mathematics is equipped with highly qualified and devoted faculty. Whose
research specializations vary over Technology, Fluid Dynamics, Graph Theory
etc. Department mathematics strives hard to bring out the best in students
through innovative and able methods of teaching. The department regularly
conducts Special Lectures. Workshops and Conferences for the academic
understanding and development of the students.
|
Course Name |
Bachelor of Science |
|
Intake |
60 |
|
Eligibility |
PUC II / 12th Science |
|
Criteria for Admission |
As per University guidelines |
|
Course Duration |
3 Year |
|
Mode of Study |
Regular |
|
Higher Studies after BSc Mathematics |
MSc Physics, Mathematics, Chemistry, Computer Science, MBA, MS |
|
Career / Future Scope |
After your graduation from B. Sc
Mathematics degree, you can pursue courses like MCA, M. Sc. IT, actuarial
sciences, MBA or M. Sc in Mathematics. IT Industry, Accountancy and
Management, Actuarial Sciences, Operation Research Analyst, Banking. |
Prof. Adinatha C. Upadhya
Qualification: M.Sc. (Mathematics), M.Phil., PGDJ.
9945289774
Assistant Professor
Topology and Fluid Mechanics. He did his M.Sc. M.Phil. from Karnataka University, Dharwad. He is currently Pursuing, Doctoral Research under the Guidance of Dr. Kashinath Biradar, Gulburga University, Kalburgi. His Area of research is in Topology and Lubrication.More...
Full Time Guest Lecturer
Graph Theory. She has done M.sc in mathematics from Rani Channamma University Belagavi. She has completed Ph.D under the guidance of Dr. B. Sooryanarayana from Ambedkar Institute of Technology Bangalore, Under Visvesvaraya Technological University Belagavi. She has published national and international level articles; She has presented papers at national and international conferences, attended national and international conferences, seminars and workshops. Her Research area is “Certain Classes of Neighborhood Locating Dominating Sets and Their Properties.” .More...
Full Time Guest Lecturer
She has completed her M.Sc. from Karnataka University, Dharwad. She has attended International Workshop and national seminars. .More...
RESEARCH PROJECTS:
DEPARTMENTMENTAL ACTIVITIES:
Joint Research Activities:
PROGRAMME OUTCOMES (POs), PROGRAMME
SPECIFIC OUTCOMES (PSOs), COURSE OUTCOMES (COs):
This
course will enable the students to Learn to solve system of linear equations.
Solve
the system of homogeneous and non-homogeneous linear of m Equations in n
variables by using concept of rank of matrix, finding Eigen values and Eigen
vectors. Sketch curves in Cartesia
n,
polar and pedal equations.
Students
will be familiar with the techniques of integration and Differentiation of
function with real variables.
Identify
and apply the intermediate value theorems and LÂ’ Hospital Rule.
This
course will enable the students to Recognize the mathematical objects called
Groups.
Link
the fundamental concepts of groups and symmetries of geometrical Objects.
Explain
the significance of the notions of Cossets, normal subgroups and Factor groups.
Understand
the concept of differentiation and fundamental theorems in Differentiation and
various rules. Find the extreme va
lues
of functions of two variables.
Solve
first-order non-linear differential equations and linear differential
equations.
To
model problems in nature using Ordinary Differential Equations.
Formulate
differential equations for various mathematical models.
Apply
these techniques to solve and analyze various mathematical models.
Understand
the fundamental properties of the real numbers that lead to define sequence and
series, the formal development of real analysis.
Learn
the concept of Convergence and Divergence of a sequence.
Able
to handle and understand limits and their use in sequences, series,
Differentiation
and integration.
Apply
the ratio, root, alternating series, and limit comparison tests for Convergence
and absolute convergence of an infinite series.
Solve
the Partial Differential Equations of the first order and second order
Formulate, classify and transform partial differential equations into canonical
form.
Solve
linear and non-linear partial differential equations using various methods; and
apply these methods to solving some physical problems.
Able
to take more courses on wave equation, heat equation, and Laplace equation. Solve
PDE by Laplace Transforms and Fourier Transforms
FACILITIES
(Facilities for Students):
Hi-Tech Computer Lab with all
the software required according to their syllabus
All the computer in lab is
Wi-Fi (20 Mbps Speed) enabled with updated software and Hardware version.
Highly qualified and Experienced
Staff
ICT Classrooms
Office Contact: |
Chairman/HoD Contact: |
|---|---|
Office Phone:E-mail_id: mathematics@rcub.ac.inAddress: Department of Mathematics,
|
NameMobile Number:E-mail_id:mathematics@rcub.ac.in |