The M.Sc. course in Mathematics aims at developing mathematical ability in students with acute and abstract reasoning. The course will enable students to cultivate a mathematician’s habit of thought and reasoning and will enlighten students with mathematical ideas relevant for oneself and for the course itself.
COURSE DESIGN: Masters in Mathematics is a two year programme spreading over four semesters. In the first two semesters focus is on the basic courses in mathematics such as Algebra, Topology, Analysis and Graph Theory along with the basic applied course ordinary and partial differential equations. In the third and fourth semester focus is on the special courses, elective courses and skill-based courses including Measure Theory and Lebesgue Integration, Functional Analysis, Computational Fluid Mechanics, Advanced Graph Theory, Numerical Analysis and courses on Data Science. Important feature of the curriculum is that students can specialize in any one of areas (i) Fluid Mechanics, (ii) Graph Theory and (iii) Data Science, with a project on these topics in the fourth semester, which will help the students to pursue research in these topics or grab the opportunities in the industry. To gain proficiency in software skills, four Mathematics Lab papers are introduced one in each semester. viz. Introduction to FOSS tools, Python Programming for Mathematics (for 2020-2022 batch) , Numerical Methods using Python and Numerical Methods for Boundary Value Problem using Python (for 2019-2021 batch) respectively. Special importance is given to the skill enhancement courses Research Methodology, Machine Learning (for 2020-2022 batch), and Introduction to Free and Open-Source Software (FOSS) Tools: (GNU Octave) (for 2019-2021 batch).
|
PO1: |
Engage in continuous reflective learning in the context of technology and scientific advancement |
|
PO2: |
Identify the need and scope of the Interdisciplinary research |
|
PO3: |
Enhance research culture and uphold the scientific integrity and objectivity |
|
PO4: |
Understand the professional, ethical and social responsibilities |
|
PO5: |
Understand the importance and the judicious use of technology for the sustainability of the environment |
|
PO6: |
Enhance disciplinary competency, employability and leadership skills |
|
PSO1: |
Attain mastery over pure and applied branches of Mathematics and its applications in multidisciplinary fields |
|
PSO2: |
Demonstrate problem solving, analytical and logical skills to provide solutions for the scientific requirements |
|
PSO3: |
Develop critical thinking with scientific temper |
|
PSO4: |
Communicate the subject effectively and express proficiency in oral and written communications to appreciate innovations in research |
|
PSO5: |
Understand the importance and judicious use of mathematical software's for the sustainable growth of mankind |
|
PS06: |
Enhance the research culture in three areas viz. Graph theory, Fluid Mechanics and Data Science and uphold the research integrity and objectivity |
Programme Highlights
MSc in Mathematics is a two-year programme spreading over four semesters that aims at developing mathematical ability in students with acute and abstract reasoning. The programme will enable students to cultivate a mathematician’s habit of thought and reasoning and will enlighten students with mathematical ideas relevant for oneself and for the course itself.
The program offers a proficient education in Mathematics, including a strong foundation in core concepts and the flexibility to specialize in specific areas. Training on mathematical software and the inclusion of skill enhancement courses, as well as opportunities for research projects, ensures that students are prepared for a wide range of opportunities in both academia and industry. The specialization courses allow students to explore deeper into specific areas of Mathematics and its applications, preparing them for advanced research and industry opportunities. The program is offered through Lectures, Seminars, Workshops, Group Discussions, and talks by experts.
The M.Sc. course in Mathematics aims at developing mathematical ability in students with acute and abstract reasoning. The course will enable students to cultivate a mathematician’s habit of thought and reasoning and will enlighten students with mathematical ideas relevant for oneself and for the course itself.
COURSE DESIGN: Masters in Mathematics is a two year programme spreading over four semesters. In the first two semesters focus is on the basic courses in mathematics such as Algebra, Topology, Analysis and Graph Theory along with the basic applied course ordinary and partial differential equations. In the third and fourth semester focus is on the special courses, elective courses and skill-based courses including Measure Theory and Lebesgue Integration, Functional Analysis, Computational Fluid Mechanics, Advanced Graph Theory, Numerical Analysis and courses on Data Science. Important feature of the curriculum is that students can specialize in any one of areas (i) Fluid Mechanics, (ii) Graph Theory and (iii) Data Science, with a project on these topics in the fourth semester, which will help the students to pursue research in these topics or grab the opportunities in the industry. To gain proficiency in software skills, four Mathematics Lab papers are introduced one in each semester. viz. Introduction to FOSS tools, Python Programming for Mathematics (for 2020-2022 batch) , Numerical Methods using Python and Numerical Methods for Boundary Value Problem using Python (for 2019-2021 batch) respectively. Special importance is given to the skill enhancement courses Research Methodology, Machine Learning (for 2020-2022 batch), and Introduction to Free and Open-Source Software (FOSS) Tools: (GNU Octave) (for 2019-2021 batch).
|
PO1: |
Engage in continuous reflective learning in the context of technology and scientific advancement |
|
PO2: |
Identify the need and scope of the Interdisciplinary research |
|
PO3: |
Enhance research culture and uphold the scientific integrity and objectivity |
|
PO4: |
Understand the professional, ethical and social responsibilities |
|
PO5: |
Understand the importance and the judicious use of technology for the sustainability of the environment |
|
PO6: |
Enhance disciplinary competency, employability and leadership skills |
|
PSO1: |
Attain mastery over pure and applied branches of Mathematics and its applications in multidisciplinary fields |
|
PSO2: |
Demonstrate problem solving, analytical and logical skills to provide solutions for the scientific requirements |
|
PSO3: |
Develop critical thinking with scientific temper |
|
PSO4: |
Communicate the subject effectively and express proficiency in oral and written communications to appreciate innovations in research |
|
PSO5: |
Understand the importance and judicious use of mathematical software's for the sustainable growth of mankind |
|
PS06: |
Enhance the research culture in three areas viz. Graph theory, Fluid Mechanics and Data Science and uphold the research integrity and objectivity |
Programme Highlights
Candidates falling under any of the below mentioned categories must apply under the International Student Category:
1. Foreign citizens,
2. PIO card holders and
3. OCI (Dual Citizens)
International students coming from Non-English speaking countries should:
a) produce evidence of passing the qualifying examination in English medium or
b) have IELTS 6.0 with no sub-score below 5.5 or TOEFL (paper) 550, TOEFL (computer) of 213 or TOEFL (IBT) of 79 scores
Candidates without the above pre-qualifications will have to enroll either for
a) Intensive Certificate course in English Language (Full Time) conducted from March to May each year or
b) One Semester Certificate course in English Language (Part Time) conducted after regular class hours from June to December.
Note: The International Student category fee structure is binding for the full duration of the programme and cannot be transferred /changed in between.
Candidates from the above listed categories having pursued Indian Educational qualification and who may have applied under the Indian States Category will have to pay the International Student Category Fee. The decision of the Admission committee is final.
Candidates seeking admission through International Student category (Foreign Nationals/PIO/OCI) will have a separate application process, with the option to apply for any programme at Christ University.
a) Online Application form
Email ID for any clarifications: isc.admission@christuniversity.in
The M.Sc. course in Mathematics aims at developing mathematical ability in students with acute and abstract reasoning. The course will enable students to cultivate a mathematician’s habit of thought and reasoning and will enlighten students with mathematical ideas relevant for oneself and for the course itself.
COURSE DESIGN: Masters in Mathematics is a two year programme spreading over four semesters. In the first two semesters focus is on the basic courses in mathematics such as Algebra, Topology, Analysis and Graph Theory along with the basic applied course ordinary and partial differential equations. In the third and fourth semester focus is on the special courses, elective courses and skill-based courses including Measure Theory and Lebesgue Integration, Functional Analysis, Computational Fluid Mechanics, Advanced Graph Theory, Numerical Analysis and courses on Data Science. Important feature of the curriculum is that students can specialize in any one of areas (i) Fluid Mechanics, (ii) Graph Theory and (iii) Data Science, with a project on these topics in the fourth semester, which will help the students to pursue research in these topics or grab the opportunities in the industry. To gain proficiency in software skills, four Mathematics Lab papers are introduced one in each semester. viz. Introduction to FOSS tools, Python Programming for Mathematics (for 2020-2022 batch) , Numerical Methods using Python and Numerical Methods for Boundary Value Problem using Python (for 2019-2021 batch) respectively. Special importance is given to the skill enhancement courses Research Methodology, Machine Learning (for 2020-2022 batch), and Introduction to Free and Open-Source Software (FOSS) Tools: (GNU Octave) (for 2019-2021 batch).
|
PO1: |
Engage in continuous reflective learning in the context of technology and scientific advancement |
|
PO2: |
Identify the need and scope of the Interdisciplinary research |
|
PO3: |
Enhance research culture and uphold the scientific integrity and objectivity |
|
PO4: |
Understand the professional, ethical and social responsibilities |
|
PO5: |
Understand the importance and the judicious use of technology for the sustainability of the environment |
|
PO6: |
Enhance disciplinary competency, employability and leadership skills |
|
PSO1: |
Attain mastery over pure and applied branches of Mathematics and its applications in multidisciplinary fields |
|
PSO2: |
Demonstrate problem solving, analytical and logical skills to provide solutions for the scientific requirements |
|
PSO3: |
Develop critical thinking with scientific temper |
|
PSO4: |
Communicate the subject effectively and express proficiency in oral and written communications to appreciate innovations in research |
|
PSO5: |
Understand the importance and judicious use of mathematical software's for the sustainable growth of mankind |
|
PS06: |
Enhance the research culture in three areas viz. Graph theory, Fluid Mechanics and Data Science and uphold the research integrity and objectivity |
Programme Highlights
Students who fall under any of the following classifications, at the time of application may apply under NRI Student category and be liable to pay the fees applicable to the category for the entire duration of the course.
1. NRI defined under the Indian Income Tax Law
2. Either of the parents is outside India (except Nepal) on Work Permit / Resident Permit.
3. Indian citizen financed by any Institution / agency outside India, even if parents are Residents of India.
4. Indian Citizen who has pursued studies for qualifying examination in any foreign / Indian syllabus outside India.
5. Indian citizen pursued studies for qualifying examination in foreign syllabi in India.
Note: If only condition 5 is satisfied, and not conditions 1 to 4 above,NRI student category fee will be applicable only for the first year.
For email queries: nri.admission@christuniversity.in
The M.Sc. course in Mathematics aims at developing mathematical ability in students with acute and abstract reasoning. The course will enable students to cultivate a mathematician’s habit of thought and reasoning and will enlighten students with mathematical ideas relevant for oneself and for the course itself.
COURSE DESIGN: Masters in Mathematics is a two year programme spreading over four semesters. In the first two semesters focus is on the basic courses in mathematics such as Algebra, Topology, Analysis and Graph Theory along with the basic applied course ordinary and partial differential equations. In the third and fourth semester focus is on the special courses, elective courses and skill-based courses including Measure Theory and Lebesgue Integration, Functional Analysis, Computational Fluid Mechanics, Advanced Graph Theory, Numerical Analysis and courses on Data Science. Important feature of the curriculum is that students can specialize in any one of areas (i) Fluid Mechanics, (ii) Graph Theory and (iii) Data Science, with a project on these topics in the fourth semester, which will help the students to pursue research in these topics or grab the opportunities in the industry. To gain proficiency in software skills, four Mathematics Lab papers are introduced one in each semester. viz. Introduction to FOSS tools, Python Programming for Mathematics (for 2020-2022 batch) , Numerical Methods using Python and Numerical Methods for Boundary Value Problem using Python (for 2019-2021 batch) respectively. Special importance is given to the skill enhancement courses Research Methodology, Machine Learning (for 2020-2022 batch), and Introduction to Free and Open-Source Software (FOSS) Tools: (GNU Octave) (for 2019-2021 batch).
|
PO1: |
Engage in continuous reflective learning in the context of technology and scientific advancement |
|
PO2: |
Identify the need and scope of the Interdisciplinary research |
|
PO3: |
Enhance research culture and uphold the scientific integrity and objectivity |
|
PO4: |
Understand the professional, ethical and social responsibilities |
|
PO5: |
Understand the importance and the judicious use of technology for the sustainability of the environment |
|
PO6: |
Enhance disciplinary competency, employability and leadership skills |
|
PSO1: |
Attain mastery over pure and applied branches of Mathematics and its applications in multidisciplinary fields |
|
PSO2: |
Demonstrate problem solving, analytical and logical skills to provide solutions for the scientific requirements |
|
PSO3: |
Develop critical thinking with scientific temper |
|
PSO4: |
Communicate the subject effectively and express proficiency in oral and written communications to appreciate innovations in research |
|
PSO5: |
Understand the importance and judicious use of mathematical software's for the sustainable growth of mankind |
|
PS06: |
Enhance the research culture in three areas viz. Graph theory, Fluid Mechanics and Data Science and uphold the research integrity and objectivity |
Programme Highlights
Applicants may apply for the programme from 8th December 2023. applications will be available online on the University website till the date applications will officially close.
Applications for each programme will close approximately a week before the scheduled selection process.
All applicants must visit the page: https://appstat.christuniversity.in and register by entering NAME (as printed on Class 10 Marks Card), EMAIL-ID, and set a password. (The email id and mobile number provided will be used for sending confirmation and application status-update messages). An applicant can apply for as many programmes using the same ID as long as the prescribed eligibility criteria for the specific programme is fulfilled.
Applicants must have the following documents prior to fill the application online:
a) Copy of statement of marks of Class 10, Class 12, and Degree Marks Cards (whichever is available years’/semesters marks card) (Mandatory).
b) Applicants applying For PGDIE Programme must have a Copy of statement of marks of Class 10, Class 12, Degree Marks Cards, BEd Marks Card and work experience letter (Joining Letter) if applying with work experience (Mandatory).
c) Fill-in all the details in the “detailed application” page. Scan and upload a recent passport-size photograph (3.5 cms x 4.5 cms formal dress with white background) and click “Submit”. On clicking Submit, a viewable and editable page will appear on the screen. In case you need to make any corrections; you may edit the data/details and then click “Confirm Submission”.
d) Make payment using the Card/UPI/Net Banking and after successful payment click on submit. A 9 (Nine) digit Application number will be generated. If unable to print the application form due to system/power/internet failure, log on to https://appstat.christuniversity.in, under the “Application Status” page enter the registered Email-ID and password to view and print the application form. (After payment if you do not receive the 9 (Nine) digit application number, then your application process is incomplete and payment will go in for the refund process. The refund will take about 15 days and must be checked with your bank).
Important
Candidates falling under any of these categories (PIO / OCI / SAARC / AFRICA / ASEAN / OTHER FOREIGN NATIONALS) must send the required supporting documents (Copy of Passport, Copy of PIO / OCI card whichever is applicable, and a Copy of Class 10, Class 12 and Undergraduate Degree Marks Card (if result awaited, marks card till the last semester/year) in an A4 size Envelope ONLY through Registered Post / Courier to The Co-ordinator, Office of International Affairs, CHRIST (Deemed to be University), Hosur Road, Bengaluru - 560 029, Karnataka, India, Phone: +91 80 4012 9439
All candidates have to Upload all the qualification-related documents (Class 10, Class 12, and Undergraduate Degree Marks Card (if result awaited, marks card till the last semester/year)), in the given link on your application status login page under the document upload tab within five (5) days after submitting the application form online. Else your application will be rejected.
Office of Admissions will communicate with the applicant only through the university website www.christuniversity.in under the link “Application Status” or click the link: https://appstat.christuniversity.in
The M.Sc. course in Mathematics aims at developing mathematical ability in students with acute and abstract reasoning. The course will enable students to cultivate a mathematician’s habit of thought and reasoning and will enlighten students with mathematical ideas relevant for oneself and for the course itself.
COURSE DESIGN: Masters in Mathematics is a two year programme spreading over four semesters. In the first two semesters focus is on the basic courses in mathematics such as Algebra, Topology, Analysis and Graph Theory along with the basic applied course ordinary and partial differential equations. In the third and fourth semester focus is on the special courses, elective courses and skill-based courses including Measure Theory and Lebesgue Integration, Functional Analysis, Computational Fluid Mechanics, Advanced Graph Theory, Numerical Analysis and courses on Data Science. Important feature of the curriculum is that students can specialize in any one of areas (i) Fluid Mechanics, (ii) Graph Theory and (iii) Data Science, with a project on these topics in the fourth semester, which will help the students to pursue research in these topics or grab the opportunities in the industry. To gain proficiency in software skills, four Mathematics Lab papers are introduced one in each semester. viz. Introduction to FOSS tools, Python Programming for Mathematics (for 2020-2022 batch) , Numerical Methods using Python and Numerical Methods for Boundary Value Problem using Python (for 2019-2021 batch) respectively. Special importance is given to the skill enhancement courses Research Methodology, Machine Learning (for 2020-2022 batch), and Introduction to Free and Open-Source Software (FOSS) Tools: (GNU Octave) (for 2019-2021 batch).
|
PO1: |
Engage in continuous reflective learning in the context of technology and scientific advancement |
|
PO2: |
Identify the need and scope of the Interdisciplinary research |
|
PO3: |
Enhance research culture and uphold the scientific integrity and objectivity |
|
PO4: |
Understand the professional, ethical and social responsibilities |
|
PO5: |
Understand the importance and the judicious use of technology for the sustainability of the environment |
|
PO6: |
Enhance disciplinary competency, employability and leadership skills |
|
PSO1: |
Attain mastery over pure and applied branches of Mathematics and its applications in multidisciplinary fields |
|
PSO2: |
Demonstrate problem solving, analytical and logical skills to provide solutions for the scientific requirements |
|
PSO3: |
Develop critical thinking with scientific temper |
|
PSO4: |
Communicate the subject effectively and express proficiency in oral and written communications to appreciate innovations in research |
|
PSO5: |
Understand the importance and judicious use of mathematical software's for the sustainable growth of mankind |
|
PS06: |
Enhance the research culture in three areas viz. Graph theory, Fluid Mechanics and Data Science and uphold the research integrity and objectivity |
Programme Highlights
The M.Sc. course in Mathematics aims at developing mathematical ability in students with acute and abstract reasoning. The course will enable students to cultivate a mathematician’s habit of thought and reasoning and will enlighten students with mathematical ideas relevant for oneself and for the course itself.
COURSE DESIGN: Masters in Mathematics is a two year programme spreading over four semesters. In the first two semesters focus is on the basic courses in mathematics such as Algebra, Topology, Analysis and Graph Theory along with the basic applied course ordinary and partial differential equations. In the third and fourth semester focus is on the special courses, elective courses and skill-based courses including Measure Theory and Lebesgue Integration, Functional Analysis, Computational Fluid Mechanics, Advanced Graph Theory, Numerical Analysis and courses on Data Science. Important feature of the curriculum is that students can specialize in any one of areas (i) Fluid Mechanics, (ii) Graph Theory and (iii) Data Science, with a project on these topics in the fourth semester, which will help the students to pursue research in these topics or grab the opportunities in the industry. To gain proficiency in software skills, four Mathematics Lab papers are introduced one in each semester. viz. Introduction to FOSS tools, Python Programming for Mathematics (for 2020-2022 batch) , Numerical Methods using Python and Numerical Methods for Boundary Value Problem using Python (for 2019-2021 batch) respectively. Special importance is given to the skill enhancement courses Research Methodology, Machine Learning (for 2020-2022 batch), and Introduction to Free and Open-Source Software (FOSS) Tools: (GNU Octave) (for 2019-2021 batch).
|
PO1: |
Engage in continuous reflective learning in the context of technology and scientific advancement |
|
PO2: |
Identify the need and scope of the Interdisciplinary research |
|
PO3: |
Enhance research culture and uphold the scientific integrity and objectivity |
|
PO4: |
Understand the professional, ethical and social responsibilities |
|
PO5: |
Understand the importance and the judicious use of technology for the sustainability of the environment |
|
PO6: |
Enhance disciplinary competency, employability and leadership skills |
|
PSO1: |
Attain mastery over pure and applied branches of Mathematics and its applications in multidisciplinary fields |
|
PSO2: |
Demonstrate problem solving, analytical and logical skills to provide solutions for the scientific requirements |
|
PSO3: |
Develop critical thinking with scientific temper |
|
PSO4: |
Communicate the subject effectively and express proficiency in oral and written communications to appreciate innovations in research |
|
PSO5: |
Understand the importance and judicious use of mathematical software's for the sustainable growth of mankind |
|
PS06: |
Enhance the research culture in three areas viz. Graph theory, Fluid Mechanics and Data Science and uphold the research integrity and objectivity |
Programme Highlights
The M.Sc. course in Mathematics aims at developing mathematical ability in students with acute and abstract reasoning. The course will enable students to cultivate a mathematician’s habit of thought and reasoning and will enlighten students with mathematical ideas relevant for oneself and for the course itself.
COURSE DESIGN: Masters in Mathematics is a two year programme spreading over four semesters. In the first two semesters focus is on the basic courses in mathematics such as Algebra, Topology, Analysis and Graph Theory along with the basic applied course ordinary and partial differential equations. In the third and fourth semester focus is on the special courses, elective courses and skill-based courses including Measure Theory and Lebesgue Integration, Functional Analysis, Computational Fluid Mechanics, Advanced Graph Theory, Numerical Analysis and courses on Data Science. Important feature of the curriculum is that students can specialize in any one of areas (i) Fluid Mechanics, (ii) Graph Theory and (iii) Data Science, with a project on these topics in the fourth semester, which will help the students to pursue research in these topics or grab the opportunities in the industry. To gain proficiency in software skills, four Mathematics Lab papers are introduced one in each semester. viz. Introduction to FOSS tools, Python Programming for Mathematics (for 2020-2022 batch) , Numerical Methods using Python and Numerical Methods for Boundary Value Problem using Python (for 2019-2021 batch) respectively. Special importance is given to the skill enhancement courses Research Methodology, Machine Learning (for 2020-2022 batch), and Introduction to Free and Open-Source Software (FOSS) Tools: (GNU Octave) (for 2019-2021 batch).
|
PO1: |
Engage in continuous reflective learning in the context of technology and scientific advancement |
|
PO2: |
Identify the need and scope of the Interdisciplinary research |
|
PO3: |
Enhance research culture and uphold the scientific integrity and objectivity |
|
PO4: |
Understand the professional, ethical and social responsibilities |
|
PO5: |
Understand the importance and the judicious use of technology for the sustainability of the environment |
|
PO6: |
Enhance disciplinary competency, employability and leadership skills |
|
PSO1: |
Attain mastery over pure and applied branches of Mathematics and its applications in multidisciplinary fields |
|
PSO2: |
Demonstrate problem solving, analytical and logical skills to provide solutions for the scientific requirements |
|
PSO3: |
Develop critical thinking with scientific temper |
|
PSO4: |
Communicate the subject effectively and express proficiency in oral and written communications to appreciate innovations in research |
|
PSO5: |
Understand the importance and judicious use of mathematical software's for the sustainable growth of mankind |
|
PS06: |
Enhance the research culture in three areas viz. Graph theory, Fluid Mechanics and Data Science and uphold the research integrity and objectivity |
Programme Highlights
The M.Sc. course in Mathematics aims at developing mathematical ability in students with acute and abstract reasoning. The course will enable students to cultivate a mathematician’s habit of thought and reasoning and will enlighten students with mathematical ideas relevant for oneself and for the course itself.
COURSE DESIGN: Masters in Mathematics is a two year programme spreading over four semesters. In the first two semesters focus is on the basic courses in mathematics such as Algebra, Topology, Analysis and Graph Theory along with the basic applied course ordinary and partial differential equations. In the third and fourth semester focus is on the special courses, elective courses and skill-based courses including Measure Theory and Lebesgue Integration, Functional Analysis, Computational Fluid Mechanics, Advanced Graph Theory, Numerical Analysis and courses on Data Science. Important feature of the curriculum is that students can specialize in any one of areas (i) Fluid Mechanics, (ii) Graph Theory and (iii) Data Science, with a project on these topics in the fourth semester, which will help the students to pursue research in these topics or grab the opportunities in the industry. To gain proficiency in software skills, four Mathematics Lab papers are introduced one in each semester. viz. Introduction to FOSS tools, Python Programming for Mathematics (for 2020-2022 batch) , Numerical Methods using Python and Numerical Methods for Boundary Value Problem using Python (for 2019-2021 batch) respectively. Special importance is given to the skill enhancement courses Research Methodology, Machine Learning (for 2020-2022 batch), and Introduction to Free and Open-Source Software (FOSS) Tools: (GNU Octave) (for 2019-2021 batch).
|
PO1: |
Engage in continuous reflective learning in the context of technology and scientific advancement |
|
PO2: |
Identify the need and scope of the Interdisciplinary research |
|
PO3: |
Enhance research culture and uphold the scientific integrity and objectivity |
|
PO4: |
Understand the professional, ethical and social responsibilities |
|
PO5: |
Understand the importance and the judicious use of technology for the sustainability of the environment |
|
PO6: |
Enhance disciplinary competency, employability and leadership skills |
|
PSO1: |
Attain mastery over pure and applied branches of Mathematics and its applications in multidisciplinary fields |
|
PSO2: |
Demonstrate problem solving, analytical and logical skills to provide solutions for the scientific requirements |
|
PSO3: |
Develop critical thinking with scientific temper |
|
PSO4: |
Communicate the subject effectively and express proficiency in oral and written communications to appreciate innovations in research |
|
PSO5: |
Understand the importance and judicious use of mathematical software's for the sustainable growth of mankind |
|
PS06: |
Enhance the research culture in three areas viz. Graph theory, Fluid Mechanics and Data Science and uphold the research integrity and objectivity |
Programme Highlights
|
Bangalore Central Campus
The Office of Admissions,
CHRIST (Deemed to be University), Hosur Road,
Bengaluru - 560 029, Karnataka, INDIA
Ph. No: +91 92430 80800
Ph. No: +91 80 4012 9400
Email IDs
Indian candidates: admissions@christuniversity.in
NRI candidates: nri.admission@christuniversity.in
International: isc.admission@christuniversity.in
|
Bangalore Bannerghatta Road Campus
CHRIST (Deemed to be University) Hulimavu, Bannerghatta Road, Bengaluru - 560 076, Karnataka, INDIA Ph. No: 080 4655 1306
Email: admissions.bgr@christuniversity.in |
|
Bangalore Kengeri Campus
CHRIST (Deemed to be University)
Kanmanike, Kumbalgodu, Mysore Road, Bengaluru - 560 074, Karnataka, INDIA
|
Bangalore Yeshwanthpur Campus
CHRIST (Deemed to be University)
Nagasandra, Near Tumkur Road,
Bengaluru 560 073, Karnataka, INDIA |
|
Delhi NCR Campus
CHRIST (Deemed to be University),
Mariam Nagar, Meerut Road,
Delhi NCR Ghaziabad - 201003
Ph. No: 1800-123-3212
|
Pune Lavasa Campus
CHRIST (Deemed to be University),
Christ University Road, 30 Valor Court,
PO Dasve Lavasa, Mulshi, Pune - 412112, Maharashtra
Ph. No : 1800-123-2009,
Email: admission.lavasa@christuniversity.in |
The M.Sc. course in Mathematics aims at developing mathematical ability in students with acute and abstract reasoning. The course will enable students to cultivate a mathematician’s habit of thought and reasoning and will enlighten students with mathematical ideas relevant for oneself and for the course itself.
COURSE DESIGN: Masters in Mathematics is a two year programme spreading over four semesters. In the first two semesters focus is on the basic courses in mathematics such as Algebra, Topology, Analysis and Graph Theory along with the basic applied course ordinary and partial differential equations. In the third and fourth semester focus is on the special courses, elective courses and skill-based courses including Measure Theory and Lebesgue Integration, Functional Analysis, Computational Fluid Mechanics, Advanced Graph Theory, Numerical Analysis and courses on Data Science. Important feature of the curriculum is that students can specialize in any one of areas (i) Fluid Mechanics, (ii) Graph Theory and (iii) Data Science, with a project on these topics in the fourth semester, which will help the students to pursue research in these topics or grab the opportunities in the industry. To gain proficiency in software skills, four Mathematics Lab papers are introduced one in each semester. viz. Introduction to FOSS tools, Python Programming for Mathematics (for 2020-2022 batch) , Numerical Methods using Python and Numerical Methods for Boundary Value Problem using Python (for 2019-2021 batch) respectively. Special importance is given to the skill enhancement courses Research Methodology, Machine Learning (for 2020-2022 batch), and Introduction to Free and Open-Source Software (FOSS) Tools: (GNU Octave) (for 2019-2021 batch).
|
PO1: |
Engage in continuous reflective learning in the context of technology and scientific advancement |
|
PO2: |
Identify the need and scope of the Interdisciplinary research |
|
PO3: |
Enhance research culture and uphold the scientific integrity and objectivity |
|
PO4: |
Understand the professional, ethical and social responsibilities |
|
PO5: |
Understand the importance and the judicious use of technology for the sustainability of the environment |
|
PO6: |
Enhance disciplinary competency, employability and leadership skills |
|
PSO1: |
Attain mastery over pure and applied branches of Mathematics and its applications in multidisciplinary fields |
|
PSO2: |
Demonstrate problem solving, analytical and logical skills to provide solutions for the scientific requirements |
|
PSO3: |
Develop critical thinking with scientific temper |
|
PSO4: |
Communicate the subject effectively and express proficiency in oral and written communications to appreciate innovations in research |
|
PSO5: |
Understand the importance and judicious use of mathematical software's for the sustainable growth of mankind |
|
PS06: |
Enhance the research culture in three areas viz. Graph theory, Fluid Mechanics and Data Science and uphold the research integrity and objectivity |
Programme Highlights
The M.Sc. course in Mathematics aims at developing mathematical ability in students with acute and abstract reasoning. The course will enable students to cultivate a mathematician’s habit of thought and reasoning and will enlighten students with mathematical ideas relevant for oneself and for the course itself.
COURSE DESIGN: Masters in Mathematics is a two year programme spreading over four semesters. In the first two semesters focus is on the basic courses in mathematics such as Algebra, Topology, Analysis and Graph Theory along with the basic applied course ordinary and partial differential equations. In the third and fourth semester focus is on the special courses, elective courses and skill-based courses including Measure Theory and Lebesgue Integration, Functional Analysis, Computational Fluid Mechanics, Advanced Graph Theory, Numerical Analysis and courses on Data Science. Important feature of the curriculum is that students can specialize in any one of areas (i) Fluid Mechanics, (ii) Graph Theory and (iii) Data Science, with a project on these topics in the fourth semester, which will help the students to pursue research in these topics or grab the opportunities in the industry. To gain proficiency in software skills, four Mathematics Lab papers are introduced one in each semester. viz. Introduction to FOSS tools, Python Programming for Mathematics (for 2020-2022 batch) , Numerical Methods using Python and Numerical Methods for Boundary Value Problem using Python (for 2019-2021 batch) respectively. Special importance is given to the skill enhancement courses Research Methodology, Machine Learning (for 2020-2022 batch), and Introduction to Free and Open-Source Software (FOSS) Tools: (GNU Octave) (for 2019-2021 batch).
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PO1: |
Engage in continuous reflective learning in the context of technology and scientific advancement |
|
PO2: |
Identify the need and scope of the Interdisciplinary research |
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PO3: |
Enhance research culture and uphold the scientific integrity and objectivity |
|
PO4: |
Understand the professional, ethical and social responsibilities |
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PO5: |
Understand the importance and the judicious use of technology for the sustainability of the environment |
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PO6: |
Enhance disciplinary competency, employability and leadership skills |
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PSO1: |
Attain mastery over pure and applied branches of Mathematics and its applications in multidisciplinary fields |
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PSO2: |
Demonstrate problem solving, analytical and logical skills to provide solutions for the scientific requirements |
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PSO3: |
Develop critical thinking with scientific temper |
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PSO4: |
Communicate the subject effectively and express proficiency in oral and written communications to appreciate innovations in research |
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PSO5: |
Understand the importance and judicious use of mathematical software's for the sustainable growth of mankind |
|
PS06: |
Enhance the research culture in three areas viz. Graph theory, Fluid Mechanics and Data Science and uphold the research integrity and objectivity |
Programme Highlights
The M.Sc. course in Mathematics aims at developing mathematical ability in students with acute and abstract reasoning. The course will enable students to cultivate a mathematician’s habit of thought and reasoning and will enlighten students with mathematical ideas relevant for oneself and for the course itself.
COURSE DESIGN: Masters in Mathematics is a two year programme spreading over four semesters. In the first two semesters focus is on the basic courses in mathematics such as Algebra, Topology, Analysis and Graph Theory along with the basic applied course ordinary and partial differential equations. In the third and fourth semester focus is on the special courses, elective courses and skill-based courses including Measure Theory and Lebesgue Integration, Functional Analysis, Computational Fluid Mechanics, Advanced Graph Theory, Numerical Analysis and courses on Data Science. Important feature of the curriculum is that students can specialize in any one of areas (i) Fluid Mechanics, (ii) Graph Theory and (iii) Data Science, with a project on these topics in the fourth semester, which will help the students to pursue research in these topics or grab the opportunities in the industry. To gain proficiency in software skills, four Mathematics Lab papers are introduced one in each semester. viz. Introduction to FOSS tools, Python Programming for Mathematics (for 2020-2022 batch) , Numerical Methods using Python and Numerical Methods for Boundary Value Problem using Python (for 2019-2021 batch) respectively. Special importance is given to the skill enhancement courses Research Methodology, Machine Learning (for 2020-2022 batch), and Introduction to Free and Open-Source Software (FOSS) Tools: (GNU Octave) (for 2019-2021 batch).
|
PO1: |
Engage in continuous reflective learning in the context of technology and scientific advancement |
|
PO2: |
Identify the need and scope of the Interdisciplinary research |
|
PO3: |
Enhance research culture and uphold the scientific integrity and objectivity |
|
PO4: |
Understand the professional, ethical and social responsibilities |
|
PO5: |
Understand the importance and the judicious use of technology for the sustainability of the environment |
|
PO6: |
Enhance disciplinary competency, employability and leadership skills |
|
PSO1: |
Attain mastery over pure and applied branches of Mathematics and its applications in multidisciplinary fields |
|
PSO2: |
Demonstrate problem solving, analytical and logical skills to provide solutions for the scientific requirements |
|
PSO3: |
Develop critical thinking with scientific temper |
|
PSO4: |
Communicate the subject effectively and express proficiency in oral and written communications to appreciate innovations in research |
|
PSO5: |
Understand the importance and judicious use of mathematical software's for the sustainable growth of mankind |
|
PS06: |
Enhance the research culture in three areas viz. Graph theory, Fluid Mechanics and Data Science and uphold the research integrity and objectivity |
Programme Highlights
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Year
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# Karnataka
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Other Indian States
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NRI
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SAARC / AFRICA / PIO / OCI / ASEAN
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Other Foreign Nationals
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Time of Payment
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1
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63,000 INR
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83,000 INR
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120,000 INR
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2,000 USD
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2,500 USD
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Within seven days of declaration of the Selection Process Result
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2
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63,000 INR
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83,000 INR
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120,000 INR
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2,000 USD
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2,500 USD
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On or before March 15, 2025
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Dharmaram College Post, Hosur Road, Bengaluru - 560029,
Karnataka, India
Tel: +91 804012 9100 / 9600
Fax: 40129000
Email: mail@christuniversity.in
Web: http://www. christuniversity.in
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