Mathematics: Recent submissions

  • On shooting method in boundary value problems 
    Deo, S.G.; Sachadev, P.L. (Proc. of Int. Short-Term Instructional Course, Bangalore University. 1989; Require pagination (from-to))
  • 'Finite-to-one' quotients 
    Jayanthan, A.J.; Kannan, V. (Proc. Conf. Allahabad Mathematical Society. 1989; Require pagination (from-to))
  • On iterative refinements for spectral sets and spectral-subspaces 
    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 ...
  • Localization of a simple eigenvalue and a corresponding eigenvector 
    Limaye, B.V.; Nair, M.T. (Houston Journal of Mathematics. 14; 1988; 129-141.)
  • Non-linear Integral Inequality in two independent variables 
    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 ...
  • Group theoretic approach to disordered systems 
    Prahalad, Y.S. (Physics Letters A. 122(6to7); 1987; 335-337.)
    The problem of a quantum particle in a gaussian homogeneous, random potential is shown to admit a stochastic symmetry group and its unitary representations are found. It is pointed out that the theory of group representation ...
  • A modified projection method for equations of the second kind 
    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.
  • On a class of linear hyperbolic differential equations 
    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 ...
  • On retarded differential equations 
    Deo, S.G.; Vaz, P.T. (Bulletin of Bombay Mathematical Colloquium. 1987; Require pagination (from-to))

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