Department Profile

ESTABLISHMENT

It is well known that ‘Mathematics” is considered as the ‘Mother of all Sciences”. In this regard, The department is started in the year 1967 with only one staff member Professor R.S.Biradar with countable number of students.

AIM

Initially the department is started to teach PUC courses only but the aim of the department is to strengthen the subject by imparting knowledge to Higher Education (degree level) and thus it is introduced for B.Sc., (Degree) course as one of the major subject affiliated to Karnataka University, Dharwad.

After the establishment of Gulbarga University, Gulbarga in the year 1984, the system of offering the subject of three equal importance was introduced and the subject mathematics is initially introduced in PCM (Physics, Chemistry and Mathematics) combination and further with PME (Physics, Maths, Electronics) and PMCs. In the year 2006 our college got affiliated to Karnataka State Women University, Bijapur and from 2007-08 semester system of education was introduced.

Introduction:

In the year 1973 Prof. R.S.Biradar who was working as Chairman of the Dept. has been transferred to our sister institution P.D.A Engineering College, Gulbarga then Prof. Lalita Patil took over the charge as Head of the Department. During her chairmanship and long services from 1973 to 2005, Prof. Lalita Patil struggled a lot for the upliftment of the subject. Since then the subject continued to gain its importance and strength year by year and proved its efficiency.

In the year 1983 senior Prof. P.P. Deshmukh has been transferred over here from our sister institution B.V.B. College, Bidar. He rendered his valuable services as chairman of the department for the period of 11 years. Under his chairmanship the department was fully nourished and attained its maxima.

Further in the year 1988 Smt. Veena Honguntikar joined the department as a lecturer and the department became full fledged. Again after the promotion of Prof. P.P. Deshmukh as principal to H.K.E’s B.V.B. College, Bidar, Dr.D.G.Akka from there got transferred here.

Further in the year 1992 Smt. Jagadevi Hiremath was transferred from our own sister institution Prabhu College, Surpur to this College and served here for two years.

In 2005, after the super annuation of Prof Lalita Patil, Dr. Gayatri Natraj has been transferred from our sister institution M.S.I Degree College, Gulbarga to this College and took the charge as Head of the Department.

Again in 2012, Dr. Gayatri Natraj promoted as principal of H.K.E’s Veerendra Patil Degree College, Bangalore in turn Dr.Sunita C has been transferred from H.K.E’s S.S.Margol College, Shahabad to the department.

Presently there is only one Doctorate Dr. Veena PH  Professor   & H O D   who is also acting as VICE PRINCIPAL of the college serving in the department with one Guest lecturer.

Teaching Staff

Sl.No

Name

Designation

Photo

Qualification

Resume

1.

Dr.Veena P.H

Associate Professor

M.Sc. , B.Ed., Ph.D

View Profile

2.

Smt.Ambika Patil

Guest Lecturer

M.Sc., B.Ed

View Profile

Courses & Syllabus

Programme :B.Sc

Course : PMC,PME,PMCs

NEP :Maths Physics, Maths C.Sc

Syllabus:

Sl.no

class

1

B.Sc -I  and II sem

2

B.Sc -III and IV sem

3

B.Sc -V  and VI sem

4

B.Sc I&II sem: NEP

5

B.Sc III&IV sem: NEP

 Study material:

Type

Link

1.     PPT with audio lectures

View

2.     YouTube channel

Ambika Patil Mathematics Classes

Research

Reasearch Projects:

  • Dr. Veena P.H (2013-2017): Completed one major research project funded by UGC with the grant of Rs.12,50,800/- in Aug 2017.
  • Dr. Veena.P.H (2005-2007): Completed one minor research project funded by UGC with the grant of Rs.45,000/-
  • Dr. Veena.P.H (2017-2018): Title : "Mathematical study of free and forced convective viscous flows past a stitching sheet with heat transfer" funded by HKE Society with amount Rs. 8000/-

Research Publications:

International Journal Publications Of Dr. Veena P.H For The Last Five Years:

Sl. No.

Title

Name of Journal

volume

Page no

Impact Factor

1

MHD Power Law Fluid Flow Past a Stretching Porous Sheet.

Int. Journal of Mathematics Archive  9-2018

9

168-176

ISSN

2229-5046

2

MHD Momentum Transfer Flow of a Non Newtonian Walters Liquid over a Qudratic Stretching Porous Sheet

International Journal of Mathematics and its applications

2018

6

305-314

ISSN

0973-5084

3

Non-Newtonian MHD flow with heat and mass transfer due to an exponantial stretching porous sheet

International jJ of Mathematical Archieve-2018

9

102-113

ISSN 2229-5046

4

MHD Casson fluid flow and heat transfer with PST and PHF heating conditions due to a stretching sheet

IJMET-2017

8

16-26

SCImago ranking

5

Non Newtonian viscoelastic heat transfer flow past a stretching sheet with convective boundary condition

IJERA-2017

7

26-32

ISSN 2248-9622

6

Mixed convective heat and mass transfer MHD flow past unsteady stretching sheet with internal heat generation ,viscous dissipation internal mass diffusion including soret and dufour effects.

IJARET-2017

 

 

 

 

8

 

 

 

17-33

 

SCImago ranking

I.F 10.9475

7

Mass transfer and radiative heat transfer flow of MHD Casson fluid with temperature gradient dependent heat sink and internal mass diffusion in a vertical channel with stretching porous walls.

Chemical and process engineering research-IISTE-2017

 

 

47

 

 

 

 

34-43

I.F- 5.51

8

Non newtonian momentum transfer past an isothermal stretching sheet with applied suction.

IJAME-2017

 

 

SCImago ranking

9

 

Reinvestigation of the existence of non-uniqueness solution of the flow of non-newtonian fluid over a stretching sheet.

 

ternational Journal of Emerging Technologies

- 2016

7

304-308

SCI mago ranking

10

Influence of porosity and magnetic field on non-newtonian ucm fluid flow with heat transfer including viscous dissipation and internal heat generation over a stretching surface.

Journal of Chemical and Process Engineering Research – 2017

47

44-51

I.F 5.51

11

Soret and dufour effect on unsteady free convective mhd heat and mass   transfer flow with variable permeability, heat source and thermal diffusion.

Advances in Physics Theory and Applications – 2016

56

23-32

I.F-7.17

12

Velocity and thermal slip effects of flow and heat transfer due to an exponantially stretching sheet with viscous dissipation and thermal radiation.

IISTE-2016

53

53-62

I.F- 5.51

13

Study on Similarity Solutions for MHD Visco-Elastic Flow with Heat and Mass Transfer over a Permeable Stretching Sheet Extruded in a Cross Cooling Stream with Heat Source/Sink.

International Journal of Engineering Sciences & Research Technology – 2016

 

DOI:10.5281

 

 

 

622-637

 

 

 

 

I.F-

5.164

ISSN 2277-9655

14

Non-Newtonian Momentum Transfer Past an Isothermal Stretching Sheet with Applied Suction.

IISTE

Advances in Physics Theory and Applications – 2016

56

 

 

9-15

 

 

 

 

 

I.F-7.17

15

Similarity Solutions for MHD Visco-Elastic Flow over a Permeable and Non-Linearly Quadratic Stretching Sheet.

Advances in physics theory and applications -IISTE-2016

51

73-81

ISSN

 2224-719X

16

Numerical Investigation of an Unsteady Mixed Convective Mass and Heat Transfer MHD Flow with Soret Effect and Viscous Dissipation in the Presence of Thermal Radiation and Heat Source / Sink.

International Journal of Mechanical Engineering and Technology - 2016

7

179-193

SCImago ranking

I.F-9.2286

17

Oscillatory Flow of MHD Polar Fluid with Heat and Mass Transfer Past a Vertical Moving Porous Plate with Internal Heat Generation.

International Journal of Mechanical Engineering and Technology - 2016

7

212-231

SCImago ranking

18

Free convection boundary flow and heat transfer of a nano fluid over a moving plate with internal heat generation

Industrial Engg. Letters-IISTE-2016

6

39-49

ISSN 2224-6096

19

Free convective heat transfer flow of a casson fluid wth radiative and dissipative effect due to variable thermal conductivity and internal heat generation past a stretching sheet

IJESRT-2015

 

 

I.F 5.164

ISSN 2277-9655

20

MHD free convective and viscous dissipative with temperature and concentration dependent gradient past a orous stretching sheet with thermal diffusion

 

    Complex systems    and complexity science Journal-2021

8

 1-20       ISSN 1672-3813

 

Seminar/Conference/Workshop Attended:

Dr.Veena P.H

Sl.No

Event Conducted By

Name Of The Seminar/Conference/Workshop

Date

1.

Smt. V.G. Degree College For Women,Kalburagi

Two days seminar on  Professional development training programme for lecturers

30th &31st Oct. 2018

2.

Smt. V.G. Degree College For Women,Kalburagi

One day seminar

16th Feb. 2019

 

3.

Smt. V.G. Degree College For Women,Kalburagi

Sensitization of changing perspectives in NAAC assessment and accreditation process

13th and 14th Sept. 2019

 

4

BVVS Akkamahadevi College, Bagalkot

One Day National Webinar on Ancient Mathematics

22 Dec 2020

Ambika Patil:

Sl.no

Event Conducted By

Name Of The Seminar/Conference/Workshop

Date

1.

M.S.Irani Degree College,Kalaburagi

Two days national seminar on Changing gender rules attitude of modern Indian families

13th &14th Feb. 2017

2.

M.S.Irani Degree College,Kalaburagi

One day workshop on new modalities of IQAC/NAAC

8TH Sept. 2018

 

3

Smt.V.G Degree College and P.G. Centre For Women’s,Kalaburagi

Two Days online workshop on “Digital Teaching And Learning”

25th &26th June 2020

4

IQAC Yashwantrao Chavan School of Social Work,satara,Maharashtra

National E-Conference on NAAC’s New Framework of Accreditation Assessment for Higher Educational Institutions in India

8th July 2020

5

IQAC Yashwantrao Chavan School of Social Work,satara,Maharashtra

National E-Conference on Outcomes Based Education:Emerging Trends

10th July 2020

6

HKBK Degree College ,Bangalore

Three days National level FDP programme on” Role Of  Faculty In Moulding Students”

24th & 26th May 2021

7

Shri Siddheshwar Mahavidyalaya,Majalgaon

National webinar on “Recent Advances In Mathematics”

18th Jan 2022

Any Other Research Related Event Organized/Attended by Faculty:

Research Oriented Lectures By:

1) Dr.Veena P.H to B.Sc Final year students on 15/12/2017 on the topic “Confluent Hyper Geometric Functions” at Smt.V.G. Degree College for Women, Kalaburagi.

2) Dr. Sunita C to B.Sc Final year students on 15/12/2017 on the topic “Graph Theory” at Smt.V.G. Degree College For Women, Kalaburagi.

Organized Special Lecture Series Under Student Enrichment Programme:

Sl.no

Resource Person

College

Topic

Date

1.

Dr.Suresh Birder

 

Lecturer Dept.Of Mathematics

AIT_Kalaburagi.

Runge-Kutta Method Via Shooting Technique

20/12/2017

2.

Miss.Jyoti Gudnal

 

Research Scholor,GUG

Research Methodology

20/12/2017

3

Sri.Shivaraj B

Govt.Degree College For Women, Kalaburagi

Maxima software

01/01/2022

   S No

Name of the Faculty

Programme

Topic

Institution

Date

1

Dr Veena P H

F D P

Research Proposal Writing and opportunities in the field of Science, Engg. and Management

R & D Centre – BIT, Bengaluru

6 th to 11 th July 2020

2

Dr Veena P H

F D P

Next generation Electronics and Computer Networks

Dept. of Electronics –BKIT-Bhalki

2 nd to 6 th June 2020

List Of Research Equipment’s:

Sl.no

Equipments

 Quantity

1

Research Oriented Text Books

100

2

LAPTOP

1

3

Computer system with table

1

4

Printer/Xerox/Scanner(three in one)

1

Activities

  1. BOS/BOAE members:
  2. Short Term Course Attended

S No

Name

Programme

Topic

Institution

Date

1

Dr Veena P H

STTP

Tool in Teaching, Learning and Research

Dept. of Applied Science and Humanities-BKIT -Bhalki

25 th to 30 th November-2016

3. NAAC/IQAC related events attended

S No

Name

Programme

Topic

Institution

Date

1.

Dr Veena P H

One Day Webinar

NAAC Assessment and Accreditition Process

IQAC & CDC ,KSAWUV and NAAC,Bengaluru

29-6-2020

2

Dr Veena P H

One Day Webinar

Awareness of National Education Policy-2020

Smt V G Degree College For Women,Kalaburgi

23-9-2020

3.

Dr Veena P H

One Day Workshop

New Modalities of IQAC / NAAC

M S I Degree College Kalaburgi

8-9-2018

4.

Smt  Ambika Patil

One Day Workshop

New Modalities of IQAC / NAAC

M S I Degree College Kalaburgi

8-9-2018

5.

Smt  Ambika Patil

One day national E-Conference

 NAAC’s New Framework of Accreditation Assessment for Higher Educational Institutions in India

IQAC Yashwantrao Chavan School of Social Work,satara,Maharashtra

08-07-2020

4. Teacher Exchange Programme: Teachers Invited to our College

S.No

Date

Name Of The Faculty

College

Topic

1.

.02.2017

Dr.S.M. Shahajahan

Bi Bi Raza Degree College,kalaburagi

Numerical Analysis

2.

.02.2017

Smt.Kausar Jahan

Bi Bi Raza Degree College,kalaburagi

Normal subgroups

3.

16.08.2017

Smt.Sarvar Sultana

Govt.Degree College For Women,Kalaburagi

Graph Theory

4.

14.03.2018

Miss. Sharanamma A

Govt.Degree College ,Jewargi

Limits and Continuity

5.

06.09.2018

Dr. Habeeb

Govt.Degree College For Women,Kalaburagi

Partial Differentiation

6.

04.04.2019

Smt. Rajeshwari  Patil

S.S.Tegnoor Degree College

Analytical Geometry

7.

01.10.2019

Smt. Neelkamal

Govt.First Grade College,Gurumitkal

Interpolation

8.

18.01.2020 – 25.01.2020

Dr Suresh Biradar

Appa Institute of Technology, Kalaburgi

Numerical Methods of solving Differential Equations

Faculty went to other colleges

S.No

Date

Name Of The Faculty

College

Topic

1.

03.10.2019

Dr.Veena P.H

Govt.First Grade College ,Gurumitkal

Finite Differences

2.

06.09.2018

Dr.Veena P.H

Govt.Degree College For Women,Kalaburagi

Graph Theory

Projects/Seminars conduted for the Students

Year

2017-18

2018-19

2019-20

2020-21

Names of Students

1. Shruti J BSc I yr

2.Shushma

3.SriRanjini

4.Jubeda Begum

1.Rupini BSc IIIyr

2.Nisha Joshi

3.Asfiya  S

1.Shruti J BSc IIIyr

2.Pavitra D

3. Pooja M

4. Sadiya Anjum

5.Ambika N

6.Amita  BSc I Yr

2.Pooja

3.Pratiksha

1.Bushra Fatima BSc III yr

2.Nivedita B K

3.Suma D

4. Kavya V BSc I yr

5. Sujata G

6.Syeda R

Academic Award/cash award:

1.Awards of  Dr.Veena P.H

1) Life Time Achievement Award honoured by VD GOOD Technology  Pondicherry ,India-2021

2)Bharat Shiksha Ratan Award by International organization- The Global Society for Health and Educational Growth - New Delhi -2015

3)UGC Research Award – 2012-14

Cash awards awarded to our students:

Scholarships awarded to following students

For the year 2018-19:

Sl.no

Name

Type

1

Aditi

e-pass

2

Akshata Biradar

e-pass

3

Suma D H

e-pass

4

Pooja Rathod

postmatric

5

Kaveri

e-pass

6

Laxmi M.G

e-pass

7

Kaveri C.G

e-pass

8

Ramyashree

e-pass

9

Bhagyashree

e-pass

10

Kavya

e-pass

11

Nivedita

e-pass

12

Renukadevi

e-pass

13

Anasta Akhatar

NSP

14

Vidyashree H R

Postmatric

15

Pooja G

Postmatric

16

Parvati V

e-pass

17

Bushra Fatima

NSP

18

Jagadevi S P

e-pass

19

Shweta Sahu

e-pass

20

Laxmi S M

e-pass

21

Sabahat Fatima

Postmatric

22

A Madhuri

e-pass

23

Komala R

Poistmatric

24

Madiha Tabassum

Postmatric

25

Vani Algud

e-pass

For the year 2019-20:

Sl.no

Name

Type

1

Aditi

e-pass

2

Kavya

e-pass

3

Nikhat Fatima

NSP

4

Bushra Khanum

NSP

5

Kaveri C.G

e-pass

6

Vidyashree H R

Postmatric

7

Pooja G

postmatric

8

Parvati V

e-pass

9

Bushra Fatima

NSP

10

Jagadevi S P

e-pass

11

Shweta Sahu

e-pass

12

Parvati V

e-pass

13

Bushra Fatima

NSP

14

Jagadevi S P

e-pass

15

Shweta Sahu

e-pass

16

Laxmi S M

e-pass

17

Sabahat Fatima

Postmatric

18

A Madhuri

e-pass

19

mahalaxmi

Ssp

20

Shilpa Kamble

Postmetric

For the Year 2020-21:

Sl.no

Name

Type

1

Syeda Roqaiya Bibi

SSP

2

Swaraj

SSP

3

Ambika Hattaraki

SSP

4

Yamuna Hiremath

SSP

5

Pooja Chavan

SSP

6

Chandrika Mugati

SSP

7

Akshata S B

SSP

8

Nagma Tabassum

SSP

9

Madhumati

SSP

10

Bhagyashree J .C

SSP

11

Tejashwini Kodekal

SSP

12

Deepa Rathod

SSP

13

Aishwarya S Patil

SSP

14

Safura Noorin

SSP

15

Shivani

SSP

16

Sujata Jain

SSP

17

KaveriSindhu Hiremath

SSP

18

Ganga Sirsagi

SSP

19

H Bhagyashree

SSP

20

Supriya Kumasagi

SSP

21

Radhika Hiremath

SSP

22

Sahana Y

SSP`

23

Anjali

SSP

24

Shweta P H

SSP

Recognition/Students obtained higher education:

  • Homai Irani of  B.Sc final year is elected as the Vice-President of student union of the college for the year 2020-21.
  • Miss Homai Irani awarded as THE BEST STUDENT of the year  2020-21

 Students Opted Higher Education

For the year 2017-18

Sl.No

Name of the student

Institute/university

Course

1

Sudharani

KCT B.ed College

B.Ed

2

Ayesha Siddiqua

National B.Ed college

B.Ed

3

Afridi Banu

RKVC bagodar Giridi

B.Ed

4

Amera Farheen

National B.Ed college

B.Ed

5

Priyanka Kote

Govt.First Grade college

M.Sc in Mathematics

6

Sneha

Sharana Basava University , Kalaburagi

M.Sc in Physics

7

Anjali

Sharana Basava University , Kalaburagi

M.Sc in Physics

8

Neha

Sharana Basava University , Kalaburagi

M.Sc in Physics

9

Sana Farheen

Sharana Basava University , Kalaburagi

M.Sc in Physics

10

Parvati

Sharana Basava University , Kalaburagi

M.Sc in Physics

For the year 2018-19

Sl.No

Name of the student

Institute/university

Course

1

Renuka

Sharana Basava University , Kalaburagi

M.Sc in Mathematics

2

Priti

Sharana Basava University , Kalaburagi

M.Sc in Physics

3

Priyanka Bharati

GUG

M.Sc  in Computer Science

4

Mehejabeen

CUK

B.Ed

5

Jyoti S

CUK

B.Ed

6

Nikhita

Sharana Basava University , Kalaburagi

MCA

7

Aishwarya Patil

Maharani college Bengaluru

M.Sc in Chemistry

8

Survarabi

KSWU, Vijayapur

B.Ed

9

Prasheela

KSWU, Vijayapur

M.Sc in Physics

10

Priyanka

KSWU, Vijayapur

M.Sc in Physics

For the year 2019-20

Sl.No

Name of the student

Institute/university

Course

1

Shruti Jajee

Smt.V.G  Degree and PG Center For Women, Kalburagi

M.Sc in Physics

2

Shruti Kulkarni

Smt.V.G  Degree and PG Center For Women, Kalburagi

M.Sc in Physics

3

Bhuvaneshwari

Smt.V.G  Degree and PG Center For Women, Kalburagi

M.Sc in Physics

4

Syeda Ayesha

Smt.V.G  Degree and PG Center For Women, Kalburagi

M.Sc in Physics

5

Humera Tabassum

GUG

M.Sc in mathematics

6

Uzma amreen

GUG

M.Sc in mathematics

7

Zubeda Begum

GUG

M.Sc in mathematics

8

Sadiya Anjum

GUG

M.Sc in mathematics

9

Parvati G

GUG

M.Sc in mathematics

10

Kavya

VTU

MBA

For the year 2020-21:

Sl.No

Name of the student

Institute/university

Course

1

Shruti Pati

Sharanabasava University,Kalaburagi

MSc Mathematics

2

Manikeshwari Patil

Sharanabasava University,Kalaburagi

MSc Mathematics

3

Vidya

Godutai college,kalbiragi

B.Ed

4

Kaveri S

Rajkumar Academy Bengaluru

UPSC Coaching

5

Kaveri J

Sharanabasava University,Kalaburagi

MSc Physics

6

Homai Irani

Smt.V.G.PG Center For Women’s,Kalaburagi

MSc Physics

7

Bhavani

KSWU Vijaypura

MSc Mathematics

8

Bhagya

KSWU Vijaypura

MSc Mathematics

9

Anasta

Smt.V.G.PG Center For Women’s,Kalaburagi

MSc Physics

10

Syed Sania

Smt.V.G.PG Center For Women’s,Kalaburagi

MSc Physics

11

Hema

Smt.V.G.PG Center For Women’s,Kalaburagi

MSc Physics

12

Archana C

Sharanabasava University,Kalaburagi

MSc Mathematics

13

Bhoomika R H

Sharanabasava University,Kalaburagi

MSc Mathematics

14

Shalonika

Govt.Autonomous college ,Kalaburagi

MSc Mathematics

15

Akshata Biradar

Karnataka science college ,Dharwad

MSc Physics

16

Poornima A H

Sharanabasava University,Kalaburagi

MSc Mathematics

17

Muskan Ahmedi

Albadar B.Ed college,Kalaburagi

B.Ed

18

Syeda Neha Kouser

Govt.Autonomous college ,Kalaburagi

MSc Physics

19

Priyanka More

Mahanteshwari Vidyavardhak Sangha Afzalpur

B.Ed

20

Vidya I.H

Godutai Women’s College Kalaburgi

B.Ed

21

Bhavani D K

S B college,kalaburagi

B.Ed

22

Mahalaxmi

Godutai Women’s College Kalaburgi

B.Ed

23

Bhavani Kallur

Gulbarga University,Kalaburgi

MSc Electronics

24

Mehvish Tazeen

Govt,First Grade college ,kalaburgi

MSc Mathematics

25

Sudharani M

Nagambika Womens college,kalaburgi

B.Ed

26

Poornima A H

S.b college,Kalaburgi

Msc Mathematics

For the year 2021-22:

Sl.No

Name of the student

Institute/university

Course

1

Surekha

Govt.P.G.college ,Shahapur

M.Sc in Mathematics

2

Ayesha Siddiqua

Govt.Womens First Grade .college ,Kalaburagi

M.Sc in Mathematics

3

Prema Pujari

Govt.Womens First Grade .college ,Kalaburagi

M.Sc in Mathematics

4

Pooja Surpur

Central University of Karnataka,Kalaburagi

M.Sc in Mathematics

5

Sushma S Patil

Sharanabasva University,Kalaburagi

M.Sc in Mathematics

6

Guri S Patil

Sharanabasva University,Kalaburagi

M.Sc in Mathematics

7

Afra Tabassum

GUG,Kalaburagi

M.Sc in Mathematics

8

Neha Parveen

KBN University,Kalaburagi

M.Sc in Chemistry

9

Soundarya S

Sharanabasva University,Kalaburagi

M.Sc in Physics

10

Shivani S K

Sharanabasva University,Kalaburagi

M.Sc in Physics

11

Madiha Tabassum

Sharanabasva University,Kalaburagi

M.Sc in Mathematics

12

Apoorva

Siddarth college humanabad

B.Ed

13

Ranjita

IGNOU university

MCA

14

Daneshwari Biradar

IGNOU university

MCA

15

Anjali D

VTU

MCA

16

Sudha

Sharanabasva University,Kalaburagi

M.Sc in Physics

17

Nandini Nellur

Sharanabasva University,Kalaburagi

M.Sc in Physics

18

Priyanka

Smt.V.G.college for Women,Kalaburagi

M.Sc in Physics

19

Arpita Para

IGNOU university

MCA

20

Umadevi V.K

IGNOU university

MCA

21

Priyanka R

Sharanabasva University,Kalaburagi

M.Sc in Physics

22

Soumya Kanni

Dodappa Institute and Technology,Kalaburagi

MCA

23

T.Lavanya

Sharanabasva University,Kalaburagi

MCA

24

Kavya C

Smt.V.G.college for Women,Kalaburagi

M.Sc in Physics

25

Shalini S

Smt.V.G.college for Women,Kalaburagi

M.Sc in Physics

26

Shreya S

KSAWU,Kalaburagi

MCA

27

Vijaylaxmi

RCU,belagavi

M.Sc in Chemistry

28

Shruti M

New Horizon College of Engineering,Banglore

MCA

29

Meghana

New Horizon College of Engineering,Banglore

MCA

30

Madhuri M

Sharanabasva University,Kalaburagi

MBA

Students List :

 

Sl.No

 

Acadamic Year

 

Links

1

2017-18

1.B.Sc I sem

2. B.Sc III sem

3.B.Sc V sem

2

2018-19

1.B.Sc I sem

2.B.Sc III sem

3.B.Sc V sem

3

2019-20

1.B.Sc  I sem

2.B.Sc  III sem

3.B.Sc V sem

4

2020-21

1.B.sc I sem

2.B.Sc III sem

3.B.Sc V sem

5

2021-22

B. Sc I sem (NEP)

6

2022-23

B. Sc I sem (NEP)

Department category-wise student strength:

YEAR 

SC 

ST 

OBC 

GM 

TOTAL 

2017-18 

10 

1 

106 

6 

123 

2018-19 

8 

2 

114 

5 

129 

2019-20 

15 

0 

109 

2 

116 

2020-21 

7 

1 

75 

3 

86 

2021-22 

7 

1 

52 

4 

64 

2022-23

1

0

32

2

35

Result analysis:

Year

Appeared

Distinction

I-class

II-class

Pass

Pass%

2017-18

110

38

48

20

106

96.36

2018-19

106

44

40

10

98

92.45

2019-20

115

51

38

5

97

84.34

2020-21

107

36

36

28

100

93.45

2021-22

103

38

35

22

95

92.23

Program,Program Specific & Course Outcome

After successful completion of three years degree program in mathematics with physics and chemistry combination or with PME or PMCs course a student will be able

PO-1:

To get a relational understanding of mathematical concepts and concerned topics like trignometrical, algebraical and matrix based problems and they will be able to follow the methods and patterns involved in mathematical reasoning.

PO-2:

To Made aware of past, present and future role as a part of their life, culture by studying history of mathematics.

PO-3:

To assess the properties of the numbers, sequence and series theory with summation of trigonometric series. They become perfect to apply calculus properties like tangent, polar subtangent to their real life problems.

PO-4:

To use different types of Canonical types of groups, to analyze and demonstrate example on ‘Sylow theorems’ to identify the whole abstract albegraical hierarchy.

PO-5:

To understand concepts of geometry of scalars, vectors, divergence mathematically and  able to apply various advanced mathematical methods to solve engineering problems independently.

PO-6:

To Employ mathematical knowledge to design, carry out, analyse and conclude the results they obtain in their higher study.

PO-7:

To Create awareness of the subject mathematics in the society and for the sustainable development and to inculcate the mathematical temperament in the students.

PO-8:

To Use various modern mathematical techniques, decent equipments and mathematics softwares to solve highly difficult problems.

PSO-1:

To Acquire and gain the knowledge in different fields of mathematics through theoretical study and presenting seminars and projects.

PSO-2:

To Recognize and identify several mathematical formulae and solve the problems numerically.

PSO-3:

To explain in detail about the different symbols, abbreviations, nomenclature in algebraic, trigonometric and geometric equations.

PSO-4:

To Use advanced and modern mathematical tools, models, flow charts, log tables, and equipments.

PSO-5:

To Develop research oriented skills.

PSO-6:

To Made aware and how to handle the equipments like LCD, smart boards and mathematical soft wares.

SEMESTER - V

Course:

  Vector Analysis and Laplace Transforms

After completion of this subject area student will be able

CO-1:

To write and solve many directional derivatives, geometrical meaning of scalar, vectors and represent the above in both cartisien and cylindrical coordinates.

CO-2:

To present expressions for solenoidal, laplacian, vector identities mathematically.

CO-3:

To apply greens, gauss and stokes theorems to solve curvilinear co-ordinated mathematical problems.

CO-4:

To understand various periodic, non periodic functions, fourier series with equal and unequal intervals and applying fourier series expansion for various problems.

CO-5:

To learn and gain the knowledge of laplace transformations, heavisides unit step function and convolution theorem. To apply transformation technique to solve ordinary differential equations of first and second order.

 Differential Equations – II

 Co-1:

To identify the nature of differential equation and to solve the equation by applying series solution method.

Co-2:

To Gain the knowledge of Legendre and Bessel two special type of differential equations and their solution methods.

Co-3:

Students will be familiar with the techniques of total differentiation and integration of a function with two or three variables.

Co-4:

To identify the type of partial differential equation and how to form pde with elimination of arbitrary constants and functions.

Co-5:

To get the knowledge of solving methods of  5 standard types of linear partial differential equations and reduce to standard form and solve.

Co-6:

To apply standard charpits method of solving non-linear partial differential equations.

Theory of Graphs-I

Co-1:

To know and understand the meaning of a graph, sub graph, null graph etc

Co-2:

To Have the knowledge about degree of a vertex, isomorphism, line graph and total graph.

Co-3:

To Identify the nature of different graphs like spanning graph, induced subgraph, walk, trial, path, cycle and bipertite graphs.

Co-4:

To characterize the minimum and maximum degree of a vertex of a graph. To apply graph theory logics to solve shortest path problems.

Co-5:

Apply graph theory techniques to represent any graph through matrix presentation. Gain relevant knowledge about the applications of graphs to characterize incidence, adjecency, rank and cyclic matrices.

COURSE OUTCOMES B.Sc VI SEMESTER MATHEMATICS

Vector Analysis

After studying this subject discipline student will be able

Co-1:

To know the classification of different types of errors in number theory and can apply in their day to day life situations

Co-2:

To solve non-linear algebraic equations by various numerical methods like bisection, Newton-Raphason and the secant method.

CO-3:

To apply still standard numerical methods of Gauss Elimination, Jacobi and Gauss – Seidal to solve non-linear algebraic equations.

CO-4:

To gain the knowledge of research oriented methods of numerical differentiation and numerical integration schemes, Newtons forward and backward interpolation schemes to solve many engineering and physics problems.

CO-5:

To Learn and solve fluid mechanical problems by designing them through mathematical modellings and by applying numerical integration techniques like Trapezoidal rule, Simpsons 1/3rd and 3/8th rules, weddles rule, picards method, Eulers modified method and Fourth order Runge Kutta method.

Complex Analysis

Co-1:

To analyze expressions for series of sines, cosines, analytic functions and types of convergence .

CO-2:

To represent conjugate and modules of complex numbers geometrically and pictorially.

CO-3:

To apply concept and consequences of analyticity and C-R equations in both Cartesian and Polar form.

CO-4:

To calculate and compute complex contour integrals and applying various Cauchy-integral theorems to solve complex trigonometric  problems.

CO-5:

To extract the knowledge of convergence of improper integrals like Beta and Gamma functions. To apply sterling formulae, duplication formulae for the evaluation of improper integrals.

Theory of Graphs-II

Co-1:

To understand the heridetory definitions of graphical cut vertex, bridge, tree, block, spanning and rooted tree, binary trees and forest.

CO-2:

To have the rigarous knowledge of properties of trees and characterization of trees and how to apply those concepts for some networking problems

CO-3:

To understand and prove the theorems on connectivity and proving very important concept of Whitney’s inequality and concept Menger’s theorem.

CO-4:

To represent very important life situation problem of Konigsberg Bridge and Travelling salesman through Graphs and Solving them.

CO-5:

To characterize the concepts of Eularian and Hamiltonian graphs and to apply graph theory tools in electronics network.  They also able to apply the concept of graphtheory to coding and decoding in Electronics.

Programme Specific Outcomes (PSOs) for B.Sc. Mathematics

S.No.

On Completing B.Sc Mathematics, the students will be able to:

PSO 1

Comprehend mathematical principles and their applications in the problems of everyday life.

PSO 2

Recognize and identify specific mathematical skills for the existing software jobs and for developing new technologies.

PSO 3

Understand the use of advanced and modern mathematical tools, models, flowcharts and develop the skills for extensive research.

PSO 4

Know specific methods to solve mathematical physics and computational fluid dynamics mixed problems so as to model the advanced theories and provide deductions.

PSO 5

Develop and made aware of analytic and numerical skills for understanding mathematic literature and creating scientific communication in the written, audio and video forms.

PSO 6

Not only stitch to a fragmented mathematical problem into a complete one, but also create instead solutions in distinct fields of physical, biological and social science.

COURSE OUTCOMES- DEPARTMENT OF MATHEMATICS

Course Title:  Algebra- I                                                                                         Course Code: A230

Course

Outcomes

On completing the course the student will be able to

PSO s

addressed

Cognitive

Levels

CO 1

Apply De-Moviers theorem to find the roots of Complex numbers.

1,2,4,5

U, R, Ap

CO 2

Apply the basic De-Moviers theorem  to do Some problems and find the  Solution of equations.

1,3,4,5

U, R, Ap, An

CO 3

Understand the relations between the Roots & co-efficients of general polynomial equation in biquadratic equations.

1,2,3,4,5,6

U, R, Ap, An, E

CO 4

Analysing the two transformation of equation into another form of three types of equations.

1,2,3,4,5,6

U, R, Ap, An, E

CO 5

Studying the Echelon and normal form of a matrix and finding the inverse matrix.

1,2,3,4,5,6

U,  Ap, An, E

CO 6

Ability to apply matrix method to solve system of linear  equations and finding trivial and non-trivial solutions.

1,2,3,4,5,6

U, R, Ap, An, E, C

Course Title : Calculus-I                                                                                Course Code: B230

Course

Outcomes

On completing the course the student will be able to

PSO s

addressed

Cognitive

Levels

CO 1

Apply Continuity And Differentiability  Concepts Including Hyperbolic Functions.

1,3,4,5

U, R, Ap

CO 2

Apply Intermediate Mean Value Theorems To Solve mathematical Problems

1,2,4,5

U, R, Ap, An

CO 3

Understand the Concept Of Successive Differentiation And Learning Standard Formulas for finding nth Derivatives.

1,2,3,4,5

U, R, Ap, An, E

CO 4

Understand Leibnitz's Theorem and Its applications.

1,2,3,4,5,6

U, R, Ap, An, E

CO 5

Study the functions of more than one independent variable with partial differentiation of higher order.

1,2,3,4,5,6

U,  Ap, An, E

CO 6

Study the total derivative of Implicit functions and Jacobians.

1,2,3,4,5,6

U, R, Ap, An, E, C

Course Title:  Algebra II                                                                                Course code: C230

Course

Outcomes

On completing the course the student will be able to

PSO s

addressed

Cognitive

Levels

CO 1

Apply the conceptive definition of Sequences and algebra of convergent sequences.

1,2,4,6

U, R, Ap

CO 2

Apply the definitions of series , convergence of series - Leibnitz's rule to solve problems.

1,2,3,5

U, R, Ap, An

CO 3

Understand the system of polar coordinates-polar tangent & subnormal.

1,2,3,4,5,6

U, R, Ap, An

CO 4

Study the pedal equation of the curves in cartesian form.

1,2,3,4,5

U, R, Ap, An, E

CO 5

Analysing the reduction formulas for Standard functions with definite limits.

1,2,3,4,5,6

U,  Ap, An, E

CO 6

Study the differentiation of functions under the integral sign.

1,2,3,4,5,6

U, R, Ap, An, E, C

Course Title :  Algebra III                                                                               Course Code: D230

Course

Outcomes

On completing the course the student will be able to

PSO s

addressed

Cognitive

Levels

CO 1

Apply the concept of cyclic groups, Lagranges theorem and its consequences.

1,2,4,5

U, R, Ap, An

CO 2

Apply the proofs of fundamental theorem on homo morphism, isomorphism to illustrate some problems.

1,3,4,5

U, R, Ap, An

CO 3

Study the differential equations of first order and higher degree.

1,2,3,4,5,6

U, R, Ap, An, E

CO 4

Study five types of finding the particular integrals of non-homogeneous differential equations.

1,2,3,4,5,6

U, R, Ap, An, E

CO 5

Study and understand the hypothesis of line and Double integrals and evaluation of double integrals under the given limits and regions.

1,2,3,4,5,6

U,  Ap, An, E

CO 6

Study the triple integrals and its evaluation and change of order of integration.

1,2,3,4,5,6

U, R, Ap, An, E, C

Course Title: Paper - 5.1 : Fourier series, Laplace transforms & Linear Transformations

Course Code: E250

Course

Outcomes

On completing the course the student will be able to

PSO s

addressed

Cognitive

Levels

CO 1

Apply the basic definitions of Fourier series of functions with period 2π & 2L.

1,2,4,5

U, R, Ap

CO 2

Study Half range sine and cosine expansions.

1,3,4,5

U, R, Ap, An

CO 3

Study the basic properties of Laplace transformation and finding L.T of standard functions.

1,2,3,4,5,

U, R, Ap, An, E

CO 4

Study L.T s of periodic functions, heavisides functions and convolution theorem.

1,2,3,4,5,6

U, R, Ap, E

CO 5

Study the hypothesis of Linear transformations- Basic concepts , Rank- Nullity theorem and applying to solve problems.

1,2,4,5,6

U,  Ap, An, E

CO 6

Study to verify the Rank -Nullity theorem in examples and finding the Range and Null space.

1,2,3,4,5,6

U, R, Ap, An, E, C

Course Title : Paper 5.2 - Differential Equations                                   Course Code: E260

Course

Outcomes

On completing the course the student will be able to

PSO s

addressed

Cognitive

Levels

CO 1

Study Linear differential equations of second

order with variable Co-efficients.

1,2,4,5

U, R, Ap

CO 2

Study five standard methods of solving differential equations .

1,3,4,5

U, R, Ap, An

CO 3

Learn  Integrability and condition of integrability of total differential equations.

1,2,3,4,5,6

U, R, Ap, E

CO 4

Study the methods of solving simultaneous differential equations.

1,2,3,4,5,

U, R, Ap, An, E

CO 5

Study the formation of partial differential equations and Lagranges linear equations.

1,2,3,5,6

U,  Ap, An, E

CO 6

Study the methods of solving PDE’s of five standard types –Charpits method.

1,2,3,4,5,6

U, R, Ap, An, E, C

Course Title : Paper- 5.3 : Series Solutions Improper integrals and Vector analysis

Course Code: E270

Course

Outcomes

On completing the course the student will be able to

PSO s

addressed

Cognitive

Levels

CO 1

Study series method of solving Legendre differential equation, Generating function  & Rodrigues formula

1,2,3,4,5

U, R, Ap

CO 2

Study the special series solution method to Solve Bessel's differential equation & identities.

1,3,4,5

U, R, Ap, An

CO 3

Study the Improper  integrals viz Gamma and Beta functions and Relations between them.

1,2,4,5,6

U, R, Ap, An, E

CO 4

Study of applying Beta & Gamma functions to evaluate integrals & Duplication formula.

1,2,3,4,5,6

U, R, Ap, An, E

CO 5

Study the expression formulas of directional derivatives, Solenoidal and Laplacian Vector identities

1,2,3,4,5

U,  Ap, An

CO 6

Apply Greens, Gauss theorems to solve Curvi linear co-ordinated mathematical problems.

1,2,3,4,5,6

U, R, Ap, An, E, C

 CourseTitle: Paper 6.1- Numerical Analysis                                                       Course Code : F250

Course

Outcomes

On completing the course the student will be able

PSO s

Cognitive

Levels

CO 1

To solve non-linear algebraic equations by various numerical methods like Interval bisection, Newton-Raphason and Regula-Falsi.

1,2,4,5

U, R, Ap

CO 2

To apply still standard numerical methods of Gauss Elimination, Jacobi and Gauss – Seidal to solve non-linear algebraic equations.

1,2,3,4,5

U, R, Ap, An

CO 3

To understand and apply Newtons forward and backward interpolation schemes to solve many engineering and physics problems.

1,2,3,4,5,6

U, R, Ap, An, E

CO 4

To gain the knowledge of research oriented methods of numerical differentiation and numerical integration schemes.

1,2,3,4,5

U, R, Ap, An, E

CO 5

To acquire knowledge of applying Picard’s method and Runge-kutta 4rth order method in solving initial value problems

1,2,3,4,5,6

U,  Ap, An, E

CO 6

To acquire the knowledge of homogeneous and non-homogeneous finite difference equations with constant co-efficients.

1,2,3,4,5,6

U, R, Ap, An, E, C

CourseTitle:Paper 6.2- Complex Analysis                                                           Course Code: F260

Course

Outcomes

On completing the course the student will be able

PSO s

Cognitive

Levels

CO 1

To analyze expressions for series of sines, cosines, analytic functions and types of convergence .

1,2,4,5

U, R, Ap

CO 2

To represent conjugate and modules of complex numbers geometrically and pictorially.

1,3,4,5

U, R, Ap, An

CO 3

To apply concept and consequences of analyticity and C-R equations in both Cartesian and Polar form.

1,2,3,4,5,6

U, R, Ap, An, E

CO 4

To calculate and compute complex contour integrals and applying various Cauchy-integral theorems to solve complex trigonometric problems.

1,2,3,5,6

U, R, Ap, An, E

CO 5

To able to inculcate the Cauchy’s integral theorem and integral formulae for the functions and applying the same to evaluate line integrals.

1,2,3,4,5,6

U,  Ap, An, E

CO 6

To gain the knowledge of Cauchy’s residues and Residue theorem for the evaluation of real definite integrals around the unit circle.

1,2,3,4,5,6

U, R, Ap, An, E, C

Course Title :  Paper - 6.3- Topology Course Code :  F270

Course

Outcomes

On completing the course the student will be able

PSO s

Cognitive

Levels

CO 1

Apply the properties of topology and topological spaces to solve examples there on

1,2,3,4,5

U, R, Ap

CO 2

Study discrete, in discrete Spaces, co-finite topology, countable topology and apply to solve problems on that

1,2,3,4,5,6

U, R, Ap, An

CO 3

Study the characterisation of open sets, Limit points and closure of sets.

1,2,3,4,5,6

U, R, Ap, An, E

CO 4

Study the concepts and properties of interior, exterior and boundary of sets.

1,2,3,4,5,6

U, R, Ap, An, E

CO 5

Study the properties of bases and Subbases. Local base, first countablespace.

1,2,3,4,5,6

U,  Ap, An, E

CO 6

Study characteristics of adherent points, limit points and derived sets  topological space.

1,2,3,4,5,6

U, R, Ap, An, E, C

Future Plans

• Organize More Certificate courses.

• To start PG Course in Mathematics.

• Organize Seminars & Conferences .

• Develop Research Activities by applying projects to DST and VGST.

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