In this research, the numerical integral method procedure on uniform mesh is used to solve singularly perturbed problem which has boundary value. This also includes trapezoid method, finite difference and Thomas algorithm. The converted by using approximations method. Finally, convergence of presented analyzed through sample application. Thus, correctness sufficiency are shown.

Based on Thomas and Yong’s K-theoretic jeu de taquin algorithm, we prove a uniform Littlewood-Richardson rule for the K-theoretic Schubert structure constants of all minuscule homogeneous spaces. Our formula is new in all types. For the main examples of Grassmannians of type A and maximal orthogonal Grassmannians it has the advantage that the tableaux to be counted can be recognized without ref...

In this paper presents the mathematical model of hydrothermal processes in thermal power plant with different wind direction scenarios in the water reservoir, which is solved by the Navier Stokes and temperature equations for an incompressible fluid in a stratified medium. Numerical algorithm based on the method of splitting by physical parameters. Three dimensional Poisson equation is solved w...

We give an iterative substructuring algorithm for the P1 nonconforming nite element approximation of a second order elliptic problem in dimension two. The algorithm and its convergence analysis are based on an abstract framework of the Schwarz method. A bound is established for the condition number of this iterative method which grows only logarithmically with the number of degrees of freedom. ...

The paper presents a study on utilising Thomas Schelling’s model, to perform topology adaptation in unstructured decentralised P2P networks. Schelling’s model suggests an explanation for the existence of segregated neighbourhoods in America. The paper uses an abstract version of Schelling’s algorithm. A simulator to study different variations of Schelling’s model has been implemented. The paper...

Thomas Andrews (1813-1885) performed important research in the area of thermochemistry, thermodynamics of phase equilibrium, and the nature and properties of ozone. His work on the heat of reaction between acids and bases is notable for its high technique and good numerical results, in spite of having been done at the time before the advent of the Arrhenius theory and when the law of conservati...

The following paper attempts to discuss the connection between meaning and use in language by examining how we can speak of sharing and not sharing with others. As an introduction to this theme a passage is presented and discussed from Raimond Gaita‟s book A common humanity: thinking about love truth and justice, in which he speaks of the importance of other human beings. This subject of others...

most jarring during his discussion on the two pandemics so far this century, SARS and swine flu. When discussing SARS, he describes media coverage as ‘alarmist’, suggests that public health workers used the outbreak to demonstrate that their field was still relevant, and claims that firm actions by governments, such as imposing quarantine and closing schools, were more about restoring the confi...

An algorithm for detecting intrinsically knotted graphs, yielding many new minor minimal IK graphs. Ramin Naimi Occidental College We describe an algorithm that detects seemingly most (and possibly all) intrinsically knotted (IK) graphs, and can help find knotless embeddings for graphs that are not IK. We have used this algorithm, implemented as a Mathematica program, to find many new minor min...