Mumbai University
MATHEMATICS
courses Available: M.A. (Pt. I & II)
M.Sc. (Pt. I & II)
M.Phil.
Ph.D.
Intake Capacity: M.A. (Pt. I & II) : 150
: M.Sc. (Pt. I & II): 150
Related pages
M.Sc. Degree Course : Mathematics
M.Sc. degree course in Mathematics conducted by : University Department of Mathematics, Vidyanagari Campus, Kalina, Santacruz (East), Mumbai – 400 098. Phone: 26526091. Colleges enrolling students for the said course: 1.R.P. Gogate College, Ratnagiri, Dist.: Ratnagiri – 415 612. 2.Institute of Science, 15, Madame Cama Road, Fort, Mumbai – 400 .....
M.A. Degree Course: Mathematics
M.A. & M.Phil degree courses in Mathematics conducted by : University Department of Mathematics, Vidyanagari Campus, Kalina, Santacruz (East), Mumbai – 400 098. Phone: 2652 6091 Colleges enrolling students for the said course: - 1. The Institute of Science, Madame Cama Road, Mumbai – 400 032 .....
PG in Environmental Pollution Analysis and Control
Post-graduate Diploma in Environmental Pollution Analysis and Control (Eighteen months) Minimum Admission Requirement: 0.3364 A candidate for being eligible for admission to the course for the post-graduate Diploma in Environmental Pollution Analysis and Control must have passed the Bachelor of Science (B.Sc.) degree examination of any recognised University and should have .....
Doctor of Science
Doctor of Science (D.Sc.) Minimum Admission Requirement: 0.777 The Degree of Doctor of Science may be conferred:- a) Upon Graduates in Science, Science (Tech.), Engineering, Agricultural and upon Bachelor of Arts with Mathematics and Science and Graduates in Medicine and Surgery, of this University possessing one of the following qualifications .....
Master of Science
Master of science Duration: Two years Minimum Admission Requirement: 0.24413 Eligibility: A candidate for being eligible for admission to the M.Sc. degree Course in the branches other than the branches of Molecular Biology, Computer Science, Biochemistry, Biophysics and Fisheries Management must have passed :- a) the B.Sc. (three year integrated .....
APPLIED MATHEMATICS - I
APPLIED MATHEMATICS - I Complex Variables: Definition, Cartesian, polar & amplitude ; exponential form. de moivres theorem. power & amp; roots of exponential and trigonometric forms. hyperbolic and logarithmic functions. inverse hyperbolic and inverse trigonometric of all types of functions. Vector Algebra: Triple Product, Vector Differentiation, Curvature and Torsion, .....
The Social Science Group
Philosophy, Psychology, Economics, History, Sociology, Political Science, Mathematics, Statistics, Anthropology, Geography, Ancient Indian Culture, Law, Commerce, Actuarial Science, Rural Development, Area Studies, Islamic Studies, Education, Linguistics .....
APPLIED MATHEMATICS V
APPLIED MATHEMATICS V Probability and topics in Statistics: Statistical experiments with random outcomes, Sample space, probability defined on the basis of sample space and on the basis of events and their combinations. Theorem on probabilities, conditional probability. Bayes theorem. Random variable, probability distribution for discrete and continuous random variables. Density .....
APPLIED MATHEMATICS II
APPLIED MATHEMATICS - II Differential Equations: 1. Exact differential Equations and those which can be made exact by use of integrating factor. Integrating factor by inspection, Linear equations & reducible to linear (Bernoulli equations), method of substitution to reduce the eqn. to one of the above forms. 2. Linear Diff. .....
APPLIED MATHEMATICS IV
APPLIED MATHEMATICS IV Complex Variables: Regions and paths in the Z plane. Path/Line integral of a function. Inequality conditions for a path integral to be independent of the path joining two points. Contour Integral, Cauchy's theorem for analytical functions with continuous derivatives. Cauchy Goursat theorem( statement only ) and its .....
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