Weight Functions
Numerical Solution of Fourth Order Boundary Value Problems by Petrov Galerkin Method with Cubic B splines as basis Functions and Quintic B Splines as Weight Functions
... ABSTRACT This paper deals with a finite element method involving Petrov-Galerkin method with cubic B-splines as basis functions and quintic B-splines as weight functions to solve a gener[r] ...
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Library of geometric influences for stress intensity factor weight functions
... SIF Weight Functions, which composes the geometrical influences represented by the weight functions o f the ...and weight functions ...
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Numerical Solution of Tenth Order Boundary Value Problems by Petrov Galerkin Method with Quintic B splines as Basis Functions and Sextic B Splines as Weight Functions
... basis functions and sextic B-splines as weight functions has been developed to solve a general tenth order boundary value problem with a particular case of boundary ...basis functions are ...
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Numerical solution of sixth order boundary value problems by Petrov Galerkin method with quartic b splines as basis functions and sextic b splines as weight functions
... basis functions and sextic B- splines as weight functions to solve a general sixth order boundary value problem of the type ...basis functions and sextic B-splines as weight ...
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Positive radial solutions of n dimensional elliptic systems with indefinite weight functions and n parameters
... However, there is almost no paper dealing with the n-dimensional elliptic differential system with indefinite weight functions and parameters; for instance, see [38–41] and the references therein. Dalmasso ...
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M-Estimation Use Bisquare, Hampel, Huber, and Welsch Weight Functions in Robust Regression
... four weight functions w (∙) yields a fairly good estimate of the HDI data, and Welsch function is best to ...four functions are considered good enough to model the data with 5% and 15%, but need to ...
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Random Indexing using Statistical Weight Functions
... Random Indexing is a vector space tech- nique that provides an efficient and scal- able approximation to distributional simi- larity problems. We present experiments showing Random Indexing to be poor at handling large ...
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Multiple solutions for the fractional differential equation with concave convex nonlinearities and sign changing weight functions
... However, as far as we know, there are few results about the multiplicity of solutions on the fractional equations involving concave-convex nonlinearities and sign-changing weight functions. In order to ...
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The first and second expansion of large solutions for quasilinear elliptic equations with weight functions
... [, –] used the Karamata regular variation theory, nonlinear transformations, the perturbed method, the upper and lower solution method, and localization method to establish the firs[r] ...
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On semilinear biharmonic equations with concave-convex nonlinearities involving weight functions
... Applying the regularity theory and strong maximum principle of elliptic equations, we find that u + is one positive solution of problem (.)... Applying the regularity theory and stron[r] ...
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A Cellular Network Architecture with Polynomial Weight Functions
... A CNN is a popular recreation plan for coping with segments (PEs) (cells) which are coupled to its buddies in flat and corner to a corner route. [7] In a boring 1- community each telephone is ultimately coupled to 8 ...
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Boundedness and monotonicity of principal eigenvalues for boundary value problems with indefinite weight functions
... Brown, On principal eigenvalues for boundary value problems with indefinite weight and Robin boundary conditions, Proc... BOUNDEDNESS AND MONOTONICITY OF PRINCIPAL EIGENVALUES.[r] ...
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On a System of Linear Singular Partial Differential Equations with Weight Functions
... We first give the definition of a weight function as defined by Tahara [9]. We then give the definitions and basic results about ultradifferentiable maps as proved by Koike [3]. Definition 1. Let T > 0. we say ...
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Multiplicity of solutions for a class of fractional p-Kirchhoff system with sign-changing weight functions
... Xiang, Q.M., Zhang, B.L., Ferrara, M.: Existence of solutions for Kirchhoff type problem involving the nonlocal fractional p-Laplacian. Yuan, Q., Chen, C.S., Yang, H.W.: Existence of posi[r] ...
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An extended Hilbert’s integral inequality in the whole plane with parameters
... the weight functions and the technique of real analysis, an extended Hilbert’s integral inequality in the whole plane with parameters and a best possible constant factor is ...
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Rate of convergence on Baskakov Beta Bezier operators for bounded variation functions
... with weight functions of Beta operators give better results in simultaneous approximation than the usual Baskakov Durrmeyer operators studied in [7, ...the weight functions of Beta operators, ...
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A pair of biorthogonal polynomials for the Szegö Hermite weight function
... polynomials corresponding to the weight functions of classical orthogonal polynomials were taken up by Konhauser [3] for the Laguerre weight function x.. Chai [5], Carlitz [6] and Madhek[r] ...
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Automatic Weight Selection Algorithm for Designing H Infinity controller for Active Magnetic Bearing
... these weight functions for different plant transfer ...weighting functions are selected using trial and error method and later the H∞ controller is synthesized by loop shaping ...
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Attention deficit/hyperactivity disorder and impairment in executive functions: a barrier to weight loss in individuals with obesity?
... normal weight controls or population rates of ...BMI, weight, body mass, ADHD, Attention-Deficit/Hyperactivity Disorder, Attention Deficit Disorder, Hyperkinetic Disorder; details of the search strategy and ...
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Renal Functions of Low Birth Weight Infants with Hyperglycemia and Glucosuria Produced by Glucose Infusions
... This study was designed to examine the degree of glucose tolerance and the renal handling of glucose, solute, and water during intravenous glucose infusions in low birth weight infants..[r] ...
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