integral formula
Application of an integral formula to CR submanifolds of complex hyperbolic space
... In this paper, we will investigate n-dimensional compact CR-submanifold of (n − 1) CR-dimension in complex hyperbolic space and provide a characterization of the geo- desic hypersphere, which is equivalent to condition ...
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Application of Complex Integral Formula on Evaluating Line Integral Problems
... The two types of line integrals can be determined by using a complex integral formula; these are the main results of this paper (i.e., Theorems 1 and 2). Adams et al. [1], Nyblom [2], and Oster [3] provided ...
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A new integral formula for the angle between intersected submanifolds
... Chen’s formula. In [], Zhou presented an extrinsic type kinematic formula for mean curvature powers which is a generalization of the formulas in [, ...
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On a unified integral formula involving multivariable I-functions and classes of polynomials
... unified integral concerning various special functions of several variables and one variable such as multivariable H- function, Fox's H-function , Meijer's Gfunction, Wright's generalized Bessel function, Wright's ...
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Geometric RSK correspondence, Whittaker functions and symmetrized random polymers
... Abstract We show that the geometric lifting of the RSK correspondence in- troduced by A.N. Kirillov (Physics and Combinatorics. Proc. Nagoya 2000 2nd Internat Workshop, pp. 82–150, 2001) is volume preserving with respect ...
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ASYMPTOTICS OF BIVARIATE GENERATING FUNCTIONS WITH ALGEBRAIC SINGULARITIES
... In Chapter 2 below, we will give a brief outline of the techniques in [PW13] that Pemantle and Wilson developed to tackle multivariate asymptotics. The asymptotic approximations start with the Cauchy integral ...
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A New Class of Integrals Involving Extended Mittag–Leffler Functions
... generalized integral formulas involving the extended Mittag-Leffler function based on the well known Lavoie and Trot- tier integral formula and the obtain results are express in term of extended ...
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Integration of Heterogeneous Complex Variable Function and Combination Formula
... Cauchy integral formula and the heterogeneous integral theorem in the [3,4,5] of the analytical function , and the residue theory[7] of the complex variable function to calculate a important ...
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Louchard
... exponential formula and Cauchy’s integral formula, asymptotic results for the number T (n, m, k) of partitions of n labeled objects with m blocks of fixed size ...
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Thermal Bending of Circular Plates for Non Axisymmetrical Problems
... Using the Green function, the boundary integral formula and natural boundary integral equation for thermal elastic problems are obtained. Then based on bending solutions to circular plates subjected ...
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SOME PROPERTIES OF OPERATOR EXPONENT
... The theory of functions of normal operators has been developed in Hilbert spaces [8, Ch. 12,13]. However, functions of an operator in Banach spaces are introduced under quite serious restrictions on the operator and the ...
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Comparison between Empirical Formula and Integral Simulation Approach for Investigation of Engine Impact
... the integral simulation approach can efficiently complete the experimental approach for the investigation of impact scenarios, regarding other parameters like slab geometry, concrete compression strength and ...
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Programming First Integral Method General Formula for the Solving Linear and Nonlinear Equations
... first integral method a general formula, is successful for solving a lot of nonlinear equation, and establishing travelling wave solutions, which is based on the ring theory of commutative algebra, and used ...
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Four Particular Cases of the Fourier Transform
... Summation Formula and connect four commonly defined Fourier transforms to one another, the integral Fourier transform, the Discrete-Time Fourier Transform (DTFT), the Discrete Fourier Transform (DFT) and ...
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Continuous Generalized Hankel Type Wavelet Transformation
... Using the properties of kernel the generalized Hankel-type wavelet transformation is defined. The existence of the generalized Hankel-type wavelet transformation is given by a theorem. The boundedness and inversion ...
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An Asymptotic Formula for the Second Kind r-Whitney Numbers with Real Parameters
... M. Merca (2014), A new connection between r-Whitney numbers and Bernoulli polynomials, Integral Transforms and Special Functions, DOI:10.1080/10652469.2014.940580 I. Mezo (2010), A new formula for the ...
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On Numerical Evaluation of the Winding Number of a Plane Vector Field
... In general, the exact computation in the integral (1.2) is very complicated and from this point of view, the Poincar´e formula is only of theoretical interest [1]. The numerical integration can also be ...
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Martingales on manifolds and geometric Ito calculus
... form differential for integral Ito formula the a along of a -a frames in terms moving and the of stochastic semimartingale, with development many useful corollaries; stochastic -.. an ex[r] ...
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Sharp error bounds in approximating the Riemann Stieltjes integral by a generalised trapezoid formula and applications
... The main aim of the present paper is to investigate the error bounds in approximating the Stieltjes integral by a different generalised trapezoid rule than the one from (.) in which the value u(x), x ∈ [a, b] is ...
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Generalised Trapezoid Type Inequalities for Vector-Valued Functions and Applications
... Lemma 1. Let f ∈ W 1,1 ([0, h] , X), K (·) a function of bounded variation on [0, h] and A a closed, densely defined linear operator acting on X . In these conditions the integral equation (A, f) has a unique ...
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