Near such a point Reg(z) looks like a saddle or the top of a mountain pass — it has a maximum along some directions in the complex plane and a minimum along other directions — hence the two names for the asymptotic method described here: the saddle point method or the mountain pass method.
The techniques used to get an asymptotic approximation of their coefficients involve complex analysis [3, 5], and in particular the method of steepest descent ...
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The techniques used to get an asymptotic approximation of their coefficients involve complex analysis [3, 5], and in particular the method of steepest descent ...
(PDF) Saddle Point Techniques in Asymptotic Coding Theory.
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We use asymptotic estimates on coefficients of generating functions to derive anew the asymptotic behaviour of the volume of Hamming spheres and Lee spheres ...
Jun 22, 2005 · We use asymptotic estimates on coefficients of generating functions to derive anew the asymptotic behaviour of the volume of Hamming spheres ...
Asymptotic estimates on coefficients of generating functions are derived by contour integration. In particular, we obtain Lee analogues of the entropy function ...
Aug 10, 2013 · The saddle point method is a mathematical technique used to approximate integrals that are difficult or impossible to solve analytically. It ...
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A saddle point is a point where f(z) ≠ 0 and f'(z) = 0. Maximum modulus principle: There are no other possibilities (!)
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Apr 18, 2014 · I am trying to prove in a fully rigorous way the Saddle Point method for holomorphic functions of 1 complex variable.
Missing: Techniques Coding
Near such a point Reg(z) looks like a saddle or the top of a mountain pass — it has a maximum along some directions in the complex plane and a minimum along ...