#1
9th July 2015, 08:18 AM
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Madras university M.Sc Maths syllabus
Hello I want to know about the Madras University M.Sc Maths syllabus so kindly provide me the syllabus as soon as possible as my exam are too close and I need to do studies so please???
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#2
9th July 2015, 12:45 PM
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Re: Madras university M.Sc Maths syllabus
As you want to know about the Madras University M.Sc Maths syllabus so here I am providing you the syllabus below. First Year Paper Subjects Duration Max. Hours Marks I Algebra 3 100 II Real Analysis 3 100 III Differential Equations 3 100 IV Probability Theory and Mathematical Statistics 3 100 V Elective-I Computer Oriented Paper Programming with C++ and 3 100 Numerical Methods Theory: Maximum 60 marks Practical Maximum 40 marks SECOND YEAR Paper Subjects Duration Max. Hours Marks VI Complex Analysis 3 100 VII Mechanics 3 100 VIII Topology and Functional Analysis 3 100 IX Differential Geometry and Tensor Analysis 3 100 X Elective-II Computer Oriented Paper Java Programming 3 100 Theory: Maximum 60 marks Practical Maximum 40 marks Madras university M.Sc Maths syllabus Contact Details: University of Madras Chepauk, Chennai, Tamil Nadu 600005 Phone: 044 2539 9422 [MAP]University of Madras[/MAP] For more PDF file attached; |
#3
26th November 2019, 11:05 AM
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Re: Madras university M.Sc Maths syllabus
Can you provide me the syllabus of M.Sc. (Mathematics) Program offered by Department of Mathematics Dhanraj Baid Jain College, affiliated to the University of Madras?
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#4
26th November 2019, 11:07 AM
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Re: Madras university M.Sc Maths syllabus
The syllabus of M.Sc. (Mathematics) Program offered by Department of Mathematics Dhanraj Baid Jain College, affiliated to the University of Madras is as follows: COURSE CODE 14P631A COURSE ALGEBRA - I UNIT 1 Another counting principle - class equation for finite groups and its applications - Sylow's theorems (For theorem 2.12.1, First proof only). Chapter 2: Sections 2.11 and 2.12 (Omit Lemma 2.12.5) UNIT 2 Solvable groups - Direct products - Finite abelian groups- Modules (Definition and Examples) Chapter 2: Sections 2.13 and 2.14 (Theorem 2.14.1 only) Chapter 4: Section 4.5 (Omit theorem 4.5.1) Chapter 5 : Section 5.7 (Lemma 5.7.1, Lemma 5.7.2, Theorem 5.7.1) UNIT 3 Linear Transformations: Canonical forms –Triangular form – Nilpotent transformations. Chapter 6: Sections 6.4 , 6.5 UNIT 4 Jordan form - rational canonical form. Chapter 6 : Sections 6.6 and 6.7 UNIT 5 Trace and transpose - Hermitian, unitary, normal transformations, real quadratic form. Chapter 6 : Sections 6.8, 6.10 and 6.11 (Omit 6.9) Recommended Text I. N. Herstein. Topics in Algebra (II Edition) Wiley Eastern Limited, New Delhi, 1975. Reference Books 1. M.Artin, Algebra, Prentice Hall of India, 1991. 2. P.B.Bhattacharya, S.K.Jain, and S.R.Nagpaul, Basic Abstract Algebra (II Edition) Cambridge University Press, 1997. (Indian Edition) 3. I.S.Luther and I.B.S.Passi, Algebra, Vol. I –Groups(1996); Vol. II Rings, Narosa Publishing House , New Delhi, 1999 4. D.S.Malik, J.N. Mordeson and M.K.Sen, Fundamental of Abstract Algebra, McGraw Hill (International Edition), New York. 1997. 5. N.Jacobson, Basic Algebra, Vol. I & II W.H.Freeman (1980); also published by Hindustan Publishing Company, New Delhi. Syllabus M.Sc. (Mathematics) Dhanraj Baid Jain College |