President Award Click here CAREER Click here
President Award Click here CAREER Click here
Fees
Tuition Fees
₹ 50000 /- per year
Contact No.:
+91- (M) 7777907326
+91- (M) 9712270721
admission.muis@ganpatuniversity.ac.in
Eligibility
B.Sc. with Mathematics as one of the main subjects from recognized University.
Program Outcome
| After completion of M.Sc. in Mathematics, students will be able to | ||||||
| PO-1 | apply knowledge of Mathematics, in all the fields of learning including higher research and its extensions | |||||
| PO-2 | expose the students to the applications of physical and mathematical principles | |||||
| PO-3 | provides a systematic understanding of the concepts and theories of mathematical and computing their application in the real world. | |||||
| PO-4 | solve critical problems by applying the Mathematical tools. | |||||
| PO-5 | work as a Mathematics professional, and qualify for training as scientific researcher. | |||||
| PO-6 | enhances Logical reasoning skills, arithmetic skills, aptitude skills communication skills, self confidence for better employability | |||||
| PO-7 | participate in scientific work and independently handle business functions using learned skills | |||||
| PO-8 | provide high quality and relevant education in the field of Mathematics | |||||
| PO-9 | select, interpret and critically evaluate information from a range of sources that include books, scientific reports, journals, case studies and the internet | |||||
| PO-10 | equiped with the axiomatic nature of mathematics, and enable themselves to work creatively within this framework | |||||
| PO-11 | apply ethical principles and commit to professional ethics, responsibilities and norms in the society. | |||||
| PO-12 | crack lectureship and fellowship exams approved by UGS like CSIR – NET and SET. | |||||
Program Educational Objectives (PEO)
| Name of PEO | Description | ||||||
| PEO-1 Subject Knowledge | Graduates will broaden and deepen their understanding of advanced mathematical concepts and models to enhance their success as mathematrician and educator. | ||||||
| PEO-2 Professional Growth | To train the grasduates for getting employment in different areas, such as Educational/Research institutions, Administrative positions, Industries, Banks, Insurance Companies since the impact of the subject concerned is very wide and prepare themselves to crack competitive examinations, lectureship and fellowsip exams approved by UGC like CSIR – NET and SET | ||||||
| PEO-3 Skill | To develop problem solving skills for competative exams, to enhance reasoning and analytical skills, to develop teaching skills by participating in seminars/conferences/workshops and to develop skill to think critically on abstract concepts of Mathematics. | ||||||
| PEO-4 Values | Graduates will have the ability to work effectively and execute multidisciplinary research, recognize the need to engage in lifelong learning through continuing education and research, apply ethical principles and commit to professional ethics, responsibilities and norms in the society | ||||||
Syllabus
| Subject Name | Subject Type | Subject Code | Subject Credit | Subject Comment | Attachments |
|---|---|---|---|---|---|
| Complex Analysis - I | Regular | MMAT1CAS | 5 |
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| Topology | Regular | MMAT1TPL | 5 |
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| Advanced Linear Algebra | Regular | MMAT1ALA | 5 |
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| Ordinary Differential Equations | Regular | MMAT1ODE | 5 |
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| Functions of Several Variables | Elective | MSEL1FSV | 5 |
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| Classical Mechanics | Elective | MSEL1CMS | 5 |
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| Problem Solving | Elective | MSEL1PRS | 5 |
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| Subject Name | Subject Type | Subject Code | Subject Credit | Subject Comment | Attachments |
|---|---|---|---|---|---|
| Complex Analysis - II | Regular | MMAT2CAS | 5 |
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| Differential Geometry | Regular | MMAT2DGY | 5 |
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| Abstract Algebra | Regular | MMAT2AAA | 5 |
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| Partial Differential Equations | Regular | MMAT2PDE | 5 |
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| Operations Research | Elective | MSEL2ORH | 5 |
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| Applied Classical Mechanics | Elective | MSEL2ACM | 5 |
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| Problem Solving | Elective | MSEL2PRS | 5 |
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| Subject Name | Subject Type | Subject Code | Subject Credit | Subject Comment | Attachments |
|---|---|---|---|---|---|
| Functional Analysis - I | Regular | MMAT3FAS | 5 |
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| Advanced Abstract Algebra | Regular | MMAT3AAA | 5 |
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| Integral Transforms | Regular | MMAT3ITR | 5 |
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| Soft Skills and Development | Open | MOPE3SSD | 2 |
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| Lebesgue Measure | Regular | MMAT3LME | 5 |
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| Financial Mathematics | Elective | MSEL3FMA | 2 |
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| Probability and Statistics | Elective | MSEL3PAS | 2 |
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| Problem Solving | Elective | MSEL3PRS | 2 |
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| Subject Name | Subject Type | Subject Code | Subject Credit | Subject Comment | Attachments |
|---|---|---|---|---|---|
| Functional Analysis - II | Regular | MMAT4FAS | 5 |
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| Lebesgue Integration | Regular | MMAT4LIN | 5 |
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| Graph Theory | Regular | MMAT4GTH | 5 |
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| Mathematical Methods | Regular | MMAT4MAM | 5 |
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| Number Theory | Elective | MSEL4NTH | 5 |
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| Fourier Analysis | Elective | MSEL4FAN | 5 |
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| Problem Solving | Elective | MSEL4PRS | 5 |
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