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Agarwal, Ravi P.
(2012-06-15)
Boundary value Problems(BVPs) for ordinary linear or nonlinear differential equations occur in many branches of applied
mathematics, theoretical physics, and engineering, the most significant among them being the boundary ...
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NarayanaSwamy, Indira
(, 2009-08-06)
The motivation of this thesis work lies in the open question raised by Schoenberg, "Which of the properties of polynomial B-SPlines will carry over to more general SPlines?". These are SPlines having minimal support, that ...
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Radha, R.
(, 2009-08-13)
This thesis deals with the study of the multipliers. The problem of characterizing the multipliers from a Segal Algebra S(G) into the space ((L^p)(G))and from S(G) into ((A^p)(G)). A vector version of characterizations ...
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Ravindra, G.V.
(2009-08-31)
The objective of this thesis is twofold. The first is to give simpler more unified treatment, for all the diverse examples of non-trivial nullhomologous cycles. Then this would allow to construct new examples of such ...
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Balaji, V.
(, 2009-08-07)
This thesis is concerned with a study of the cohomological properties of certain moduli spaces of vector bundles over a compact Riemann Surface. This research was funded by the National Board for Higher Mathematics. ...
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Arghya Mondal
(The Institute of Mathematical Sciences, 2017)
Our object of study has been the topology of locally symmetric spaces of non-compact type. The thesis consists of two parts. The first part addresses homotopy classification of maps between higher rank irreducible locally ...
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Segre, E.; Maglic, B.; Zemach, Charles; Takeda, G.; Venkatesan, K.
(2010-05-21)
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Ajay Singh Thakur
(The Institute of Mathematical Sciences, 2011)
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Gaier, D.
(2010-08-19)
The aim of these lectures is to give an account of the developments in the new interest gained since new complex variable methods were found to establish Tauberian theorems. A brief introduction to summability methods is ...
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Unni, K. R.
(2010-08-17)
This is the second in the series 'Concepts in Modern Mathematics'. This volume deals with some fundamental concepts in Topology. The first part deals with point set Topology and introduces the notions of compactness, ...
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Unni, K.R.
(2010-08-17)
Notes by G.N. Keshavamurthy and N.R. Nandakumar. The third of the series 'Concepts in Modern Mathematics' deals with some fundamental concepts in Analysis. The first four chapters comprise the first part. Chapter I gives ...
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Unni, K. R.
(2010-10-22)
Notes by C.N.KeshavaMurthy and N. R.Nandakumar. This series of lectures is accomodated in 5 chapters, viz., 'Groups', 'Rings and Modules', 'Vector spaces and Algebras', 'Tensor product and Coplexes' and 'Multilinear Algebra'.
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Krishnaswami Alladi
(2012-05-23)
CONTENT§:
1. Farey Series with Fibonacci Numbers I,II,III.
2. On Fibonacci Polynomials and their Generalisation.
3. Convolution Triangles of Fibonacci Polynomials.
4. Fibonacci.Numbers and Hoggatt's Arrays.
5. Magic ...
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Pranendu Darbar
(The Institute of Mathematical Sciences, 2019)
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Uday Bhaskar Sharma
(The Institute of Mathematical Sciences, 2016)
This thesis concerns the problem of enumerating isomorphism classes of n dimensional modules over polynomial algebras F q [x 1 , . . . , x k ], in k variables over a finite field of order q. This problem is the same as the ...
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Jayakrishnan M
(The Institute of Mathematical Sciences, 2021)
This thesis is divided into two parts, and deals with the parameterized complexity analysis of two classes of problems: (i) graph partitioning problems and (ii) crossing minimisation problems. The first of these, graph ...
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Swagata Sarkar
(The Institute of Mathematical Sciences, 2010)
Let f:Gn,k --> Gm,l be any continuous map between to distinct complex ( resp. quaternionic )Grassmann manifolds of the same dimension. It is shown that the degree of f is zero provided n, m are sufficiently large and ...
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Rekha Biswal
(The Institute of Mathematical Sciences, 2016)
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Satyajit Guin
(The Institute of Mathematical Sciences, 2014)
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Yogananda, C. S.
(, 2009-08-10)
Waring's problem, Goldbach's conjecture, Dirichlet divisor problem and the order of Dirichlet series in critical strip are good examples for the phenomena in Number theory, 'for a problem reducing in the ultimate analysis ...