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Browsing Mathematics by Title

Browsing Mathematics by Title

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  • Limaye, B.V.; Nair, M.T. (Houston Journal of Mathematics. 14; 1988; 129-141.)
  • Nair, M.T. (Bulletin of the Australian Mathematical Society. 36(3); 1987; 485-492.)
    A modified projection method is suggested for the approximate solution of second kind equations and it is compared with other methods.
  • George, S.; Pareth, S.; Kunhanandan, M. (Applied Mathematics and Computation. 219(24); 2013; 11191-11197.)
    In this paper we consider the two step method for approximately solving the ill-posed operator equation F(x)=f, where F:D(F) subset of or equal to X to X, is a nonlinear monotone operator defined on a real Hilbert space ...
  • Deo, S.G.; Vaz, P.T. (International Journal of Mathematics and Mathematical Sciences, U.S.A. 11(1); 1988; 115-120.)
    In this note, the authors obtain a generalization of the integral inequality of Bihari a nonlinear inequality in two independent variables. With the aid of this inequality a bound for the solution of a nonlinear partial ...
  • Tamba, M.; Valaulikar, Y.S. (Turkish Journal of Analysis and Number Theory. 4(4); 2016; 109-112.)
    A new extension of Fibonacci sequence which yields a nonlinear second order recurrence relation is defined. Some identities and congruence properties for the new sequence are obtained.
  • Tamba, M. (Turkish Journal of Analysis and Number Theory. 2(6); 2014; 220-222.)
    Let G(n) denote the number of partitions of n into distinct parts which are of the form 2m, 3m, 5m, 6m-3, 8m-3, 9m-3 or 11m-3 with parts of the form 2m, 3m, 6m-3, or 11m-3 being even in number minus the number of them with ...
  • Nair, M.T. (Journal of Mathematical and Physical Sciences. 23; 1989; 185-193.)
  • Arolkar, S.; Valaulikar, Y.S. (International Journal of Advances in Mathematics. 2017(1); 2017; 1-8.)
    In this paper q-th order linear recurrence relation is defined. This new sequence is an extension of Fibonacci sequence in such a way that the coefficients of the terms on the right hand side of its recurrence relation, ...
  • Deo, S.G.; Vaz, P.T. (Indian Journal of Pure and Applied Mathematics. 18(9); 1987; 801-809.)
    In the present paper the authors first present the usual convergent process of successive approximations associated to the Banach contraction principle for a class of linear hyperbolic partial differential equations. Then ...
  • Phadte, C.N.; Tamba, M.; Valaulikar, Y.S. (Jnanabha. 50(2); 2020; 265-268.)
    This article deals with a pseudo Fibonacci sequence and its properties. Some well known identities are obtained in terms of the identities of generalised Fibonacci sequence. Modular properties different from those of ...
  • Vaz, P.T.; Deo, S.G. (Journal of Applied Mathematics and Stochastic Analysis. 3(3); 1990; 177-191.)
    The paper deals with a study of linear Volterra integral equations involving Lebesgue-Stieltjes integrals in two independent variables. The authors prove an existence theorem using the Banach fixed-point principle. An ...
  • Nair, M.T. (Journal of the Indian Mathematical Society. 59; 1993; 135-140.)
  • Kumari, M.; Valaulikar, Y.S. (Applications and Applied Mathematics: An International Journal (AAM). 13(2); 2018; 764-780.)
    In this paper we discuss the existence of a solution of a first order neutral differential equation with piecewise constant argument. We extend the method of Chaplygin's sequence to obtain two sided bounds for the solution. ...
  • Mohapatra, A.N. (Journal of Mathematics. 9(6); 2012; 481-491.)
  • Nair, M.T. (Numerical Functional Analysis and Optimization. 10(9-10); 1989; 1019-1037.)
    Stewart (1971) and Demmel (1987) have proposed iterative procedures for refining invariant subspaces of Hilbert space operators and matrices respectively. In this paper, modifications are proposed for these procedures which ...
  • Jayasree, K.N.; Deo, S.G. (Journal of Mathematical Analysis and Applications. 169(1); 1992; 55-69.)
    Some results for piecewise constant linear delay differential equations are obtained. They include existence and uniqueness theorems, a variation of parameters formula, integral inequalities, the oscillation property, and ...
  • Deo, S.G.; Vaz, P.T. (Bulletin of Bombay Mathematical Colloquium. 1987; Require pagination (from-to))
  • Deo, S.G.; Sachadev, P.L. (Proc. of Int. Short-Term Instructional Course, Bangalore University. 1989; Require pagination (from-to))

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