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Mathematics

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Year of Establishment:

1963

Affiliated to:

Bengaluru City University

Head of the department:

Prof. Chandrashekharappa A. S.

Under-graduate:

Physics, Chemistry, Mathematics (1963 – 64).
Physics, Mathematics, Computer Science (1988 – 89).

Objectives of the department

  1.  To enhance the students logical, reasoning, analytical and problem solving skills.
  2.  Training the students to face the challenging trends of the day.
  3.  Inculcating aptitude for research in Mathematics.

Undergraduate Programmes:

Bachelor of Science (B.Sc)

Non -NEP

Physics, Chemistry, Mathematics.(PCM) Physics, Mathematics, Computer Science. (PMCs)

Eligibility:

Pass in 2nd PUC / ( 10+2) Level.

Course design:

Three years are spread over Six semesters with Odd and Even semester examinations.

NEP

  1. Physics, Mathematics.(PM)
  2. Chemistry, Mathematics(CM)
  3. Mathematics, Computer Science. (MCs)

Eligibility:

Pass in 2nd PUC / ( 10+2) Level.

Course design:

Four years are spread over Eight semesters with Odd and Even semester examinations.
  1. Completion of Two Semesters- Certificate
  2. Completion of Four Semesters –Diploma
  3. Completion of Six Semesters – Degree
  4. Completion of Eight Semesters – Honours

Short Term Course

Certificate Course

Name of Certificate programs offered Year of offering No. of times offered during the same year Duration of course Number of students enrolled in the year Number of Students completing the course  in the year
Introduction to LaTex  2017-18 01  40 hrs.  29 29
Introduction to LaTex  2018-19 01  40 hrs.  28 28
Introduction to LaTex  and Beamer  2019-20 01  60 hrs.  43 43
Introduction to LaTex  and Beamer 2020-21 01  60 hrs.  24 24
 60 hrs 70 70
UGC-STRIDE Sponsored certificate course Data Science Using python
Introduction to LaTex and Beamer 2021-22 01 60hrs 16 16
UGC-STRIDE Sponsored SQL- Structured Query Language & PSQL 2022-23 01 50hrs 38 38
Introduction to LaTex and Beamer 2022-23 01 50hours 18 16

Value Added Course

Name of Value added course Year of offering No. of times offered during the same year Duration of course Number of students enrolled in the year Number of Students completing the course  in the year
Vedic Mathematics 2019-20 01 40 Hours 22 15
Vedic Mathematics 2020-21 01 40 Hours 40 37
Vedic Mathematics 2021-22 01 40 Hours 21 21
Vedic Mathematics 2022-23 01 40 Hours 16 16
  1. 5th & 6th Sem Mathematics Syllabus
  2. Mathematics I_II sem Syllabus -NEP
  3. Mathematics III _ IV Sem Syllabus-min
Departmental Library
Books in the Department library 637
Algebra 87
Complex analysis 76
Differential Equations  58
Differential and Integral Calculus 41
Numerical Analysis 34
Topology 15
Vector Calculus 21
Fluid Dynamics 19
Faculty denoted Books 198
Other (Discrete Mathematics, Differential Geometry etc.,)
 e-Journals
INFLIBNET-N-LIST
www.emis.de/Journals

Chandrashekrappa A.S

M.Sc.,M.Phil, (Ph.D)
HOD
View CV

Smt. Manjula.K

M.Sc.,M.Phil
Assistant Professor
View CV

Smt .Poornima Samaje

M.Sc., B.Ed (Ph.D)
Assistant Professor
View CV

Mr.Basavaraj

M.Sc., B.Ed
Assistant Professor
View CV

Smt.Buddamma

M.Sc.,B.Ed
Assistant Professor
View CV

Ms.Deekshitha L N

M.Sc
Assistant Professor
View CV

Student Enrolment – UG

Year Programme Code Number of seats sanctioned Number of Students admitted Male Female Total
2018-19 PCM 72 72 36 36 162
PMCs 90 90 46 44
2019-20 PCM 72 70 29 41 142
PMCs 90 72 40 32
2020-21 PCM 72 53 25 28 102
PMCs 120 49 30 19
2021-22 PM, MC 72 20 11 08 59
MCs 120 42 18 22
2022-23 PM, MC 72 12 04 08 38
MCs 120 26 10 16

Rank Holders

9th Rank in B.Sc

2021-22
Aishwarya M
Reg.No. S1915864

5th Rank in B.Sc

2021-22
Deepa K
Reg.No. S1915876

4th Rank in B.Sc

2016-17
Sindu M
Reg.No. 14AZS85054

Under Graduates

YearProgram NameNumber of students appeared in the final year examinationNumber of students passed in final year examination%

Average pass

%

2018-19B.SC.73709695.12
2019-2014213092
2020-2113713197
2021-2212411895
2022-23928895.6

COURSE OUTCOME DEPARTMENT OF MATHEMATICS

Title of the paper: MATDSCT 1.1: Algebra – I and Calculus – I

Course Outcomes:

  • Learn to rank of a matrix.
  • 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
  • Students will be familiar with the techniques of find nth derivatives of .
  • Identify and apply the intermediate value theorems and L’Hospital’s rule.

 

Title of the paper: MATDSCP 1.1: Practical’s on Algebra – I and Calculus – I

Course Outcomes:

  • Learn Free and Open Source Software (FOSS) tools for computer programming Solve problem on algebra and calculus theory studied in MATDSCT 1.1 by using FOSS
  • Solve problem on algebra and calculus theory studied in MATDSCT 1.1 by using FOSS softwares
  • Acquire knowledge of applications of algebra and calculus through FOSS Practical / Lab Work to be performed in Computer Lab

 

Title of the paper: MATOET 1.1: Mathematics – I

Course Outcomes:

  • Learn to solve system of linear equations.
  • Solve the system of homogeneous and non homogeneous m linear equations by using the concept of rank of matrix, finding eigen values and eigen vectors.
  • Students will be familiar with the techniques of differentiation of function with real variables.
  • Identify and apply the intermediate value theorems and L’Hospital’s rule.
  • Learn to evaluate integrals , find arc -lengths , areas and volume.

 

Title of the paper: MATDSCT 2.1: Algebra – II and Calculus – II

Course Outcomes:

  • Recognize the mathematical objects called Groups.
  • Link the fundamental concepts of groups and symmetries of geometrical objects.
  • Explain the significance of the notions of cosets, normal subgroups and factor groups.
  • Understand the concept of differentiation and fundamental theorems in differentiation.
  • Find the extreme values of functions of two variables.

 

Title of the paper: MATDSCP 2.1: On Algebra -II and Calculus – II

Course Outcomes:

  • Learn Free and Open Source Software (FOSS) tools for computer programming
  • Solve problems on algebra and calculus by using FOSS.
  • Acquire knowledge of applications of algebra and calculus through FOSS Practical/Lab Work to be performed in Computer Lab.

 

Title of the paper: MATOET2.1(A): Mathematics –II

Course Outcomes:

  • learn how to find the roots of equations.
  • relation between roots and coefficients.
  • learn Descartes’rule of signs to find roots.
  • Understand the concept of differentiation.
  • Find the extreme values of functions of two variables.
  • To understand the concepts of multiple integrals and their applications.

 

Title of the paper: MATDSCT 3.1: Ordinary Differential Equations and Real Analysis – I

Course Outcomes:

  • 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.

 

Title of the paper: MATDSCP 3.1: Practical’s on Ordinary Differential Equations and Real Analysis – I

Course Outcomes:  This course will enable the students to gain hands-on experience of

  • Free and Open Source software (FOSS) tools or computer programming.
  • Solving exact differential equations • Plotting orthogonal trajectories
  • Finding complementary function and particular integral of linear and homogeneous differential equations.
  • Acquire knowledge of applications of real analysis and differential equations.
  • Verification of convergence/divergence of different types of series.

 

Title of the paper: MATDSCT 4.1: Partial Differential Equations and Integral Transforms

Course Outcomes:

  • Formulate, classify and transform partial differential equations into canonical form.
  • Solve the partial differential equations of the first order and second order
  • 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.

 

Title of the paper: MATDSCP 4.1: Practical’s on Partial Differential Equations and Integral

Transforms

Course Outcomes:

  • Learn Free and Open Source Software (FOSS) tools or computer programming.
  • Solve problems on Partial Differential Equations and Integral Forms
  • To find Laplace transform of various functions
  • To find the Fourier Transform of periodic functions
  • To solve differential equations by using Integral transforms.

 

Title of the paper: :PaperBSc 5th semester :12525

Course Outcomes:

This course will enable the students to:

  • Recognize the mathematical objects called groups
  • Link the fundamental concepts of groups and symmetric groups.
  • Explain the significance of the notions of cosets, normal subgroups, factor
  • Groups, Order of an element and cyclic groups,
  • Analyse consequences of Lagrange’s theorem.
  • Understand some properties of Rings, fields and integral domains

 

This course will enable the students to:

  • Learn Free and Open Source Software (FOSS) tools for computer programming
  • Solve problem on algebra by using FOSS software’s.
  • Acquire knowledge of applications of algebra through FOSS

 

Title of the paper:Paper-VI: 12526

Course Outcomes:

This course will enable the students to:

  • Learn the concept of vector functions and vector fields.
  • Apply the concept of Gradient, divergence and curl of vector function fields
  • Realize importance of Green, Gauss and Stokes’ theorems in other branches of mathematics.

 

This course will enable the students to

  • Learn Free and Open Source Software (FOSS) tools for computer programming
  • Solve problem on vector calculus by using FOSS software’s.
  • Acquire knowledge of applications of vector calculus through FOSS.

 

Title of the paper: BSc 6th semester  Paper VII: 11625

Course Outcomes:

This course will enable the students to:

  • Understand the concepts of vector spaces, subspaces, bases, dimension and their

properties.

  • Relate matrices and linear transformations, compute Eigen values and Eigen vectors of linear transformations.
  • Learn properties of inner product spaces and determine orthogonality in inner

product spaces.

  • Learn the concept of basis, sub basis, dimension of vector functions and fields.
  • Explain Rank nullity theorem
  • Obtain numerical solutions of algebraic and transcendental equations.
  • find numerical solutions of system of linear equations and check the accuracy of the solutions.
  • Obtain integration by numerical methods.
  • Learn about various interpolating and extrapolating methods.

 

Title of the paper: BSc 6th semester  Paper VIII: 11626

Course Outcomes:

  • Solve initial and boundary value problems in differential equations using numerical methods.
  • Visualize complex numbers as points of ℝ฀ and stereographic projection of complex

plane on the Riemann sphere.

  • Understand the significance of differentiability and analyticity of complex functions
  • leading to the Cauchy-Riemann equations.
  • Learn the role of Cauchy-Goursat theorem and Cauchy integral formula in

evaluation of contour integrals.

  • Apply Liouville’s theorem in fundamental theorem of algebra.
  • Learn the concept of bilinear transformation, conformal mappings, rotational mapping, Translation, magnification, inversion.

 

This course will enable the students to

  • Learn Free and Open Source Software (FOSS) tools for computer programming
  • Solve problem on linear algebra by using FOSS software’s.
  • Acquire knowledge of applications of linear algebra through FOSS
  • Solve problem on numerical methods by using FOSS software’s.
  • Acquire knowledge of applications of numerical methods through FOSS
  • Solve problem on complex analysis by using FOSS software’s.
  • Acquire knowledge of applications of complex analysis through FOSS

2018-19:

Sl. No Date Particulars
1 02-07-2018 Commencement of UG classes
2 09-07-2018 Orientation program
3 19-07-2018 Issue of Lab Manual
4 01-07-2018 Issue of student work book
5 03-08-2018 Notification for certificate course
6 08-08-2018 Student project
7 16-08-2018 Interclass Quiz competition
8 21-08-2018 Commencement of Certificate course
9 01-09-2018 Extension activities
10 05-09-2018 Inhouse student seminar competition
11 13-09-2018 Remedial classes for slow learners
12 27-09-2018 Remedial classes for slow learners
13 10-10-2018 State level seminar
14 12-10-2018 Student project
15 16-10-2018 Mock practical test
16 25-10-2018 University Mathematics practical exams
17 09-11-2018 Science Exhibition
18 16-07-2018 Date of reporting of  teachers  (PG)
19 23-07-2018 Commencement of class for III semester students (PG)
20 01-08-2018 Staff meeting with the Principal to discuss about general Time-table & other academic activities
21 28-08-2018 Commencement of class for I semester students
22 15-08-2018 Independence Day celebtation
23 05-09-2018 Teacher’s day celebration
24 02-10-2018 Gandhi Jayanthi Celebration
25 27-11-2018 Last working day for III semester students
26 12-12-2018 Last working day for I Semester students
27 26-11-2018 Submission of internal marks for III Semester students
28 11-12-2018 Submission of internal marks for I Semester students
 
  even sem PG & UG
1 03-01-2019 Dispaly of Teaching Plan and Time table
2 09-01-2019 Ramanujan Day Celebration
3 18-01-2019 Issue of Lab Manual
4 24-01-2019 Issue of student work book
5 01-02-2019 Student project
6 04-02-2019 Date of reporting of teachers
7 05-02-2019 Commencement of classes for IV semester students
8 05-02-2019 Commencement of classes for II semester students
9 05-02-2019 Commencement of class for IV semester students
10 05-02-2019 Commencement of class for II semester students
11 08-02-2019 Ceretificate Course Exam
12 14-02-2019 Internal tests
13 22-02-2019 Student seminars
14 22-02-2019 BU Mathematics Practical Exams
15 28-02-2019 National Science Day Celebration
16 01-03-2019 National Seminar\Webinar
17 06-03-2019 Lecture Compitation
18 14-03-2019 PI- Day Celebration
19 21-03-2019 Remedial classes for slow learners
20 05-04-2019 Inhouse student seminar competition
21 10-04-2019 Student project
22 18-04-2019 Peer Tutorial
23 25-04-2019 Peer Tutorial
24 03-05-2019 Remedial classes for slow learners
25 08-05-2019 Internal Assesment
26 17-05-2019 Mock Practical Test
27 08-06-2019 Last working day for IV semester students
28 08-06-2019 Last working day for II Semester students
29 09-06-2019 Submission of internal marks for IV Semester students
30 09-06-2019 Submission of internal marks for II Semester students
31 22-07-2019 Commencement of classes for III semester students
32 28-08-2019 Commencement of classes for I semester students
33 01-12-2018 to 08-12-2018 Preparatory holidays for III Semester students
34 07-01-2019 to 02-02-2018 Vacation for teachers
35 07-01-2019 to 12-01-2019 Preparatory holidays for  I  Semester students
36 10-06-2019 to 13-07-2019 Vacation for teachers
37 10-06-2019 to 14-06-2019 Preparatory holidays for IV Semester students
38 10-06-2019 to 14-06-2019 Preparatory holidays for II  Semester students
39 10-12-2018 to 22-12-2018 Theory and practical exams for III semester students
40 15-01-2019 to 25-01-2019 Theory and practical exams for I semester students
41 17-06-2019 to 29-06-2019 Theory and practical exams for IV semester students
42 17-06-2019 to 29-06-2019 Theory and practical exams for II semester students
 

2019-20:

   2019-20 odd sem UG and PG
1 04-07-2019  Issue of Student Manual
2 03-08-2019 Co-ordinators  meeting with the Principal to discuss about the Calendar of Events
3 for the current semester
4 08-08-2019 Inauguration of “Ramanujanclub”.
5 10-08-2019 Date of reporting of teachers -PG
6 15-08-2019 Independence Day celebtation
7 19-08-2019 Commencement of class for III semester students
8 23-08-2019 Interactive workshop on “Linear Algebra”
9 26-08-2019 Commencement of class for I semester students
10 05-09-2019 Teacher’s day celebration
11 12-09-2019 Commencement of Certificate course on “Introduction to Latex and Latex Beamer”
12 20-09-2019 Extension activities
13 25-09-2019 Student Projects
14 02-10-2019 Gandhi Jayanthi Celebration
15 08-10-2019 Technical Talk on “Graph Theory”
16 22-10-2019 Commencement of Value addition course On “Vedic Mathematics”
17 24-10-2019 1st Internal test  -PG
18 05-12-2019 2nd Internal test -PG
19 20-12-2019 Submission of internal marks for III Semester students
20 20-12-2019 Submission of internal marks for I Semester students
21 20-12-2019 Last working day
22 21-12-2019 to 31-12-2019 Preparatory holidays for students
23 20-12-2019 to 24-01-2020 Vacation for teachers
24 02-01-2020 to 17-01-2020 Theory and practical exams
25 18-01-2020 to 30-01-2020 Valuation of semester examination
26 01-02-2020 Commencement of classes
 
   2019-20  Even  sem UG and PG
  04-01-2020 Talk On “Ramanujan Numbers”,
  Birth Anniversary celebration of Ramanujam.
  11-01-2020 National Seminar on “Recent Advances in Mathematical Sciences”
  18-01-2020 Inter Class Competitions Quiz,/Pick and Speech,/ Lecture Competitions
 

2020-21

2020-21    – ODD
Sl. No Date Particulars
1 02-09-2020 Commencement of UG classes
2 04-09-2020 Commencement of PG classes
3 15-09-2020 Issue Of Student Manual
4 18-09-2020 Class in house seminar
5 03-10-2020 Notification for certificate course- 2020-21
6 05-10-2020 Inaguration of Mathematics  club.
7 19-10-2020 Student projects -UG
8 22-10-2020 Student projects-PG
9 29-10-2020 Commencement of Certificate course on “Introduction to Latex”
10 30-10-2020 Class in house seminar-PG
11 03-11-2020 National Seminar
12 12-11-2020 Commencement of Value added course on “Vedic Mathematics”
13 13-11-2020 Class in house seminar
14 20-11-2020 Extension activities
15 27-11-2020 Remidial classes for slow learners-UG
16 27-11-2020 Remidial classes for slow learners-PG
17 01-12-2020 Class in house seminar-PG
18 07-12-2020 Mock practical test-UG
19 10-12-2020 Mock practical test-PG
20 14-12-2020 BCU Mathematics practical exams
21 15-12-2020 BCU Mathematics practical exams
15 20-12-2020 UG final exams
16 24-12-2020 PG final exams
 
  Even sem
17 15-01-2021 Commencement of UG classes
18 16-01-2021 Commencement of PG classes
19  17-01-2021 Quiz
20 30-01-2021 Guest Lecture
21 01-02-2021 Notification for in house seminar-UG
22 02-02-2021 Notification for in house seminar-PG
23  08-02-2021 National Seminar
24 17-02-2021 Student seminar-UG
25 18-02-2021 Student seminar (Inter- class)-PG
26 20-02-2021 Class in house seminar-PG
27 23-02-2021 Remidial classes for slow learners-UG
28 24-02-2021 Remidial classes for slow learners-PG
29 02-03-2021 Class in house seminar-PG
30 05-03-2021 Mock practical test
31 07-03-2021 Mock practical test
32 08-04-2021 BCU Mathematics practical exams
33 09-04-2021 BCU Mathematics practical exams
34 19-04-2021 UG final exams
35 23-04-2021 PG final exams

2022-23

ODD SEM
03-11-2022 2nd Internal assesment
10-11-2022 BCU practical Examinations
19-11-2022 BCU thoey II sem Examination
02-12-2022 Commencement of UG classes
09-12-2022 BCU practical Examinations
20-12-2022 Ramanujan Day celebration
26-12-2022 Commencement of PG classes
29-12-2022 Intercollegiate-Science Exhibition
03-01-2023 Student seminar-PG
12-01-2023 Student Activity (seminars
16-01-2023 Class in house seminar
27-01-2023 Internal assesment
02-02-2023 National Seminar
07-02-2023 Class in house seminar-PG
08-02-2023 Students study Holidays
09-02-2023 Extension activities
17-02-2023 Interactive Workshop
24-02-2023 . Mock practical test-UG
02-03-2023 . Mock practical test-PG
15-03-2023 BCU Theory Mathematics exams.-UG
25-04-2023 BCU Mathematics practical exams-UG
27-05-2023 BCU Theory Mathematics exams.-PG
04-06-2023 BCU Mathematics practical exams-PG
EVEN SEM
03-04-2023 Commencement of UG classes
15-04-2023 Issue Of Student Manual
18-04-2023 Class in house seminar
03-05-2023 Notification for certificate course- 2022-23
05-05-2023 Inaguration of Mathematics  club.
19-05-2023 Student projects -UG
22-05-2023 Student projects
29-05-2023 Commencement of Certificate course on “Introduction to Latex”
30-05-2023 Class in house seminar-UG
01-06-2023 Commencement of PG classes
03-06-2023 National Seminar
12-06-2023 Commencement of Value added course on “Vedic Mathematics”
13-06-2023 Class in house seminar-PG
20-06-2023 Extension activities
27-06-2023 Remidial classes for slow learners-UG
27-06-2023 Remidial classes for slow learners-PG
01-07-2023 Class in house seminar-PG
07-07-2023 Mock practical test-UG
10-07-2023 Mock practical test-PG
30-09-2023 UG final exams
04-10-2023 BCU Mathematics practical exams
09-10-2023 PG final exams
26-10-2023 BCU Mathematics practical exams

2018-19

Sl.No Event Topic Date Beneficiary
01  State level Seminar Number Theory , Applied Mathematics in Image Processing, Ordinary Differential equations, Differential Geometry 10-10-2018 88 Students from 29 colleges across the state
02 Science Exhibition To Promote Mathematics 09-11-2018 1550 students from different Colleges and schools
03 National Pi day PPT Presentation Significance of Pi 14-03-2019 30 students Participated

2019-20

Sl.No Event Topic Date Beneficiary
01 Science Exhibition To make aware of Mathematical Formulae & Concepts 30-08-2019 1200 students from Bangalore North Schools & Colleges
02  Interactive Workshop Application of Linear Algebra 31-08-2019 133 UG & PG students
03 Extension Activity Explore the Logical Reasoning Analytical & Problem Solving Skills 06-09-2019 More than 230 Students of government high schools Honnganhatti  ,Magadi road Bangalore Rural
04 Extension Activity Learning Mathematics through FOSS Tools 22-12-2019 125 High school students of North Bangalore
05 Lecture Competition Achievements of Women in various Science fields 07-02-2020 14 Participants from different Departments
06 National Pi day PPT Presentation Facts of Pi 14-03-2020 30 Students Participated

2020-21

Sl.No Event Topic Date Beneficiary
01 E-Quiz Competition Basics of Mathematics 15-07-2020 66 students of UG & PG
02  Ramanujan Day PPT Presentation Ramanujan Numbers 21-06-2020 83 UG & PG students
03 National webinar on mathematical modeling in transdisciplinary research on basic science Pedestrian crowd dynamics models & Numeric, Differntial Geometry,Mathematics in Computational Biology & Metabolomics 26th &27th August 2020 210 staffs & research Scholars,Academicians & Students.
04 National Pi day PPT Presentation Applications of  Pi 14-03-2021 30 Students Participated

2021-22

Sl.No Event Topic Date Beneficiary
01 Power Point Competition “ The world of Mathematics Around Us” 20 -06-2021 160 students are enrolled, 60 ppts are consider for assessment
02 Two Days National Webinar “TRANS-DISCIPLINARY PERSPECTIVES ON APPLIED COMPLEX ANALYSIS” 2nd & 3rd September,2021 . 255 Staff, Research Scholars, Academicians & Students 09 Papers were presented out of 22 received
04 National Science Day Lecture Competition Integrated approach in S&T for Sustainable Future 28-02-2022 30 Students Participated
05 National Pi day Online PPT Presentation Importance  of  Pi 14-03-2022 22 Students Participated

2022-23

Sl.No Event Topic Date Beneficiary
01 Interactive Workshop Why do we use Mathematics 24-08-2022 100 UG & PG students
02  Interactive Workshop SQL & PSQL 10-12-2022 80 UG & PG students
03 Science Exhibition To Promote Mathematics 15-12-2022 1550 students of different colleges &Schools
04 National Mathematics day PPT Presentation& Poster Presentation Srinivasa Ramanujan “A genius in the world of Mathematics” 27-12-2022 22  Students Participated
05 Extension Activity Presenting the Mathematical models 20-02-2023 104 Students of  government high school,Ganakallu
06 National Science day  Lecture Competition Global Science of Global Wellbeing 23-02-2023 35 students Participated
07 Interactive Workshop Heat Transfer through Fin-An application of Mathematics 08-07-2023 80  UG & PG students
08 Interactive Workshop Linear Algebra in Combinatorics 13-07-2023 80  UG & PG students
Faculty Publications  – 09
Publications Number Impact Factor Range ISSN Research area
International 09 0.826-7.076 ISSN 1085-1094 ISSN 2278-8697 ISSN 2321-9653ISSN 2229-5046 ISSN\ 2090 -388X ISSN 2278-8697 ISSN 0973-3329 ISSN: 2789-7206 General Topology Boundary value Problems Fluid Mechanics Differential Geometry
Faculty Presented and published – 02
Publications Number ISBN Research area
National 02 ISBN: 978-5493-07-311-3 Impact of Covid-19 Crisis
Student Paper Presentation -03
Publications Number ISSN/ ISBN Research area
National 03 978-93-5437-830-0 Applied Mathematics

Minor Research project

  1. Name of Principal Investigator : Dr. T. V. Karnakumar
  2. Duration of Project : 1.5 years
  3. Name of the research project : Analytical and numerical study of Marangoni convection in a fluid layer under the influence of surface deflection and magnetic field
  4. Amount/Fund received : Rs. 50,000/-
  5. Name of funding agency :UGC-STRIDE
  6. Year of sanction : 2021
 

Proposal for UGC-STRIDE  Projects -03 Major-01, Minor-02
Sl.No. Level Principal Investigator Title Amount in Rupees
1 Major Karnakumar.T.V Benard- Marangoni Convection(BMC)  33,54,000
2 Minor Chandrashekarappa.A.S Some Studies In Point-Set Topology 2,20,000
3 Minor Manjula.k Studies on discrete vector calculus by using graph structure 2,59,000

Research Publications in UGC care Journals -09

Title of paper Name of the author/s Name of journal Year of publication ISSN number
On complete network measure manifold Dr Akshata Kengangutti Globle Journal of Pure and Applied Mathematics 2016-17 ISSN 1085-1094
Numaricsal Study of double Diffusive Benard -Marangoni conventions in Newtonian Liquids in the presence of heat source and Magnetic field with deformable free upper  surface by shooting method Karnakumar T.V Mathematical Sciences International Research Journal 2017-18 ISSN 2278-8697
Solving Boundary Value Problems in Ordinary Differential Equations by using Meclaurin Series Sudha Hegde International Journal for Research in Applied Science and Engineering Technology 2017-18 ISSN 2321-9653
Extension of Urysohn’s Lemma on Measure Manifold with Additional Conditions Dr Akshata Kengangutti International Journal of Mathematical Archive 2017-18 ISSN 2229-5046
A Study of measurable Hausdorff, regular and normal properties on the measure manifold Dr Akshata Kengangutti Journal of Advanced Studies in Topology 2017-18 ISSN 2090 -388X
linear stability analysis of convection of Benard-Marangoni in Newtonian fluids with magnetic field and heat source. Karnakumar T.V Mathematical Sciences International Research Journal 2018-19 ISSN 2278-8697
PRE-gspr-CONTINUOUS FUNCTIONS IN TOPOLOGY Chandrashekharappa AS Serials Publications Pvt. Ltd 2020-21 ISSN  0973-3329
UNIQUENESS PROBLEMS ON L-FUNCTIONS CONCERNING WITH WEIGHTED SHARING OF DIFFERENCE-DIFFERENTIAL POLYNOMIALS Dr. Karnakumar T.V Mr.Nagarjun v Mr.Girish sharma Annals of Mathematics and Computer Science 2021-22 ISSN: 2789-7206

Research Publications Proceedings -02

Sl. No. Name of the teacher Title of the paper Title of the proceedings of the conference National / International ISBN/ISSN number of the proceeding Affiliating Institute at the time of publication Name of the publisher
1 Dr Karnakumar T V Time to be Vocal for Local: Uplift Indian Economy post Covid-19 Crisis National Webinar Proceedings Impact of nCovid-19 on higher education Trans-Disciplinary Research & Employability National Webinar ISBN: 978-5493-07-311-3 KLE’s S. Nijalingappa College
2 Smt. K Manjula Agri-Preneurship in India during Covid-19 National Webinar Proceedings Impact of nCovid-19 on higher education Trans-Disciplinary Research & Employability National Webinar ISBN: 978-5493-07-311-3 KLE’s S. Nijalingappa College
  1. Student workbook for CIA
  2. Frequent use of NPTEL, E-learning courses from IIT and IISc  Lecture series.
  3. Focus on Technological and computational skill using FOSS tools.
  4. Rewards for centum
  5. Certificate Course
  6. Student projects
  7. Student Seminars
Sl. No Eminent Persons and their designation
01 Dr. R. Vittal Rao  CEDT, IISc., Bangalore.
02 Dr. A.S  Vasudeva Murthy ,Professor, TIFR-CAM, Bangalore
03 Dr. S Balachandra Rao , Hon. Director, Gandhi Centre of Science and  Human values, Bangalore
04 Dr. V.Lakshmana Gomathi Nayagam  ,NIT Trichy, Tamil Nadu.
05 Dr. Pradeep G Siddheshwar, Chairman, Department of Mathematics, Bangalore University, Bangalore.
06 Dr. Medha Itagi Huilgol, Professor, Department of Mathematics , Bangalore University, Bangalore.
07 Dr. A.K Nanadakumaran , IISc, Bangalore
08 Dr. M.S Mahadev Naik, Chairman, Department of Mathematics, BCU, Bangalore
09 Dr. G.D  Veerappa Gowda, Professor, TIFR-CAM, Bangalore
10 Dr. Vamsi Pritham Pingali, IISc, Bangalore
11 Dr. H.G Nagaraj, Professor,  Department of Mathematics, BU, Bangalore.
12 Dr. S. Sundar, Head, Dept of Mathematics, IIT Madras, Chennai
13 Dr. S. Balaji, Associate Professor, MIT, Manipal
14 Dr. Abhijit Banerjee , Professor, University of Kalyani, West Bengal
15 Dr. Bappadithya Bhowmik, Professor, IIT Kharagpur
16 Dr. Arul Joseph, Assistant Professor, SRMIST, Tamil Nadu
17 Dr. Girish M. Sajjanshettar, Professor, MIT Manipal
18 Dr. Mahesh K. Bhat, Associate Professor, SDM Honnavar
19 Dr.S N Omkar ,Chief research Scientist ,Department of Aerospoace Engneering, IISC Bangalore
20 Dr.Karthik Adhimurti Professor,Reader,TIFR-CAM ,Bangalore
21 Dr.Byra Reddy,Technical Coordinator,Havanayukktha Solutions, Bangalore
22 Dr.Sowmya G Assistant Professor,Ramaih Institute of Technology, Bangalore
23 Dr.Koushik Ramachandran,Reader, TIFR-CAM ,Bangalore

About KLESNC

K.L.E. Society’s S. Nijalingappa College, established in the year 1963, is one of the premier institutions of K.L.E Society. It made a humble beginning in a rented building on Mahatma Gandhi Road, near Mayo Hall, as a Science College

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