Functions of Several Variables and Three Dimensional Space
On Rational Interpolation to Meromorphic Functions in Several Variables
... E-mail: zegarciaull.es Communicated by Hans Wallin Received November 5, 1998; accepted in revised form January 31, 2000 In this paper, a new approach to construct rational interpolants to functions of ...
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Approximately generalized additive functions in several variables
... Abstract. The goal of this paper is to investigate the solution and stability in random normed spaces, in non–Archimedean spaces and also in p–Banach spaces and finally the stability using the alternative fixed point of ...
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Eulerian Integral Associated with Product of Two Multivariable Gimel-Functions, and Special Functions of Several Variables II
... special functions and ...special functions of several variables with general ...These functions is an extension of the multivariable H-function defined by Srivastava and Panda ...
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Eulerian Integral Associated with Product of Two Multivariable Gimel-Functions, and Special Functions of Several Variables I
... special functions and ...special functions of several variables with general ...of several variables is an extension of multivariable H-function defined by Srivastava and Panda ...
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Robust Three-step Broyden-like Algorithms for Functions of Several Variables
... are three-step in nature whereby the first step is the initial iterate of the Newton’s method and the remaining two steps are the predictor-corrector of Broyden method and quadrature ...
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On closed rational functions in several variables
... We also show that a rational function ϕ = f /g is closed if and only if the pencil αf + βg contains only finitely many reducible hypersurfaces.. Although there are algorithms to determin[r] ...
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A Generalisation Of Chebyshev’s Inequality For Functions Of Several Variables
... DRAGOMIR, A Gr¨ uss type integral inequality for mappings of r -H¨ older’s type and applications for trapezoid formula, Tamkang J.. DRAGOMIR, Some integral inequalities of Gr¨ uss type, [r] ...
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Reduction formulae for the Lauricella functions in several variables
... obtain several interesting reduction formulae for Lauricella functions from a multiple hypergeometric series identity established earlier by Jaimini et ...
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Scalar Valued Functions of Several Variables; the Gradient Vector
... The partial derivatives of the function φ(X) at a point X 0 ∈ D are the numbers, which we denote by ∂x ∂φ k (X 0 ), k = 1, 2, ..., n, obtained by differentiating the function φ(X) with respect to the variable x k at the ...
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Functions of several variables analysis applied in inventory management
... All calculations were carried out using Maple system, which is used as mathematical so ware mainly because of its capability to solve problems in a symbolic way. Maple is very similar to programs Mathematica and Maxima, ...
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Section 1.4. Lines, Planes, and Hyperplanes. The Calculus of Functions of Several Variables
... (1.4.5) As with lines, (1.4.4) is a vector equation for the plane and the equations in (1.4.5) are parametric equations for the plane. Example Suppose we wish to find an equation for the plane P in R 3 which contains the ...
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The Application of Functions of Several Variables Analysis in an Optimal Replenishment Policy for Deteriorating Items
... Veronika Novotna a , Tereza Varysova a * a Faculty of Business and Management Brno University of Technology, Kolejni 4, 621 00 Brno, Czech Republic Abstract Very often must be taken into account the gradual deterioration ...
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Approximately generalized additive functions in several variables via fixed point method
... additive functions and by Rassias [43] for approximate linear functions by allowing the difference Cauchy equation kf(x + y) − f(x) − f(y)k to be controlled by ε(k x k p + k y k p ...
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18. On Banach algebra valued functions of bounded generalized variation of one and several variables
... Bakhvalov, Fourier coefficients of Functions from many-dimensional classes of bounded Λ-variation, Moscow Univ... Gillespie, Absolute continuous functions of two variables and well- bounde[r] ...
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Nevanlinna representations in several variables
... to several variables the classical theorem of Nevanlinna that characterizes the Cauchy transforms of posi- tive measures on the real ...analytic functions that have non-negative imaginary part on the ...
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1 Calculus of Several Variables
... If a decrease in demand for one product results in a decrease in demand for another product, the two products are said to be complementary products (computers and printers are examples of complementary products). Partial ...
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Global Holomorphic Functions in Several Noncommuting Variables
... I = {φ ∈ H ∞ (G δ ) | φ| M d 1 = 0}. Then H ∞ (G δ )/I is isometrically isomorphic to H δ,com ∞ . 1.2 The structure of free holomorphic functions The engine that drives our results is a model and realization ...
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On a residue of complex functions in the three dimensional Euclidean complex vector space
... VECTOR SPACE BRANKO SARI´ C Received 2 December 2001 In the introductory part of this paper, a notion of absolute integral sums of a complex function, which is more general with respect to that of an integral and ...
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On isomorphisms of spaces of analytic functions of several complex variables
... With the help of these relations, the next theorem was proved by Vogt in [13], which was also used in the generalization of existence of a Hilbert space H 1 as in the previous section. Theorem 4.3.1 Let X be a Fr´ ...
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The space of entire functions of two variables as a metric space
... Three classes of linear functionals on the space of entire functions of two variables are characterized. Several results are proved[r] ...
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