In this paper, we propose a novel and general method to study the local asymptotic stability of positive equilibrium of system (1) by the contour integral
Each contour provides an evaluation of the contour integral
For a plane problem, this contour integral
is defined by:
We find a simple contour integral
representations for the normalized Schur polynomials (1), (2) with k = 1, i.
A Contour Integral
Involving Fox's H-Function, Indian J.
We may break the contour integral
into two parts and use Eq.
Higgins, Sampling theorems and the contour integral
Scattered field that is satisfied the wave equation (6) and (7) in the form of a contour integral
in the complex V plane is
For the asymptotic evaluation, we use a contour integral
representation of alternating sums ("Rice's method").
1), and interpret the resulting Mellin-Barnes contour integral
in terms of H-function of t-variables by means of (1.
Passing to the contour integral
over both sides of the cut [S.
Analytic continuation and special values are given by the contour integral
representation of [[zeta].