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Algorithmic Probability and Combinatorics
Contemporary mathematics - American Mathematical Society2010
Citations Over TimeTop 19% of 2010 papers
Abstract
We consider saddle point integrals in d variables whose phase functions are neither real nor purely imaginary. Results analogous to those for Laplace (real phase) and Fourier (imaginary phase) integrals hold whenever the phase function is analytic and nondegenerate. These results generalize what is well known for integrals of Laplace and Fourier type. The proofs are via contour shifting in complex d-space. This work is motivated by applications to asymptotic enumeration.
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