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Stokes phenomenon of the Airy function

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#analysis #ordinary-differential-equations #asymptotics
63
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Approximation of integral as integral range tends to 0

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#integration #asymptotics #perturbation-theory
91
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A combinatorial way to understand $\sum \log^2 n $

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#combinatorics #asymptotics #computer-science
485
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Show that $1/\zeta(2k) = \sum_{m \le K} \mu (m)/m^{2k} + O(1/K)$

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#asymptotics #analytic-number-theory #riemann-zeta #mobius-function
600
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If $p$ is a positive multivariate polynomial, does $1/p$ have polynomial growth?

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#algebraic-geometry #inequality #polynomials #asymptotics
1.7k
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Method of Steepest descent integral

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#integration #complex-analysis #definite-integrals #asymptotics #contour-integration
93
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What does $\mathbb P(\overline{\mathbf X} = \mathbf x)$ mean

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#probability-theory #statistics #asymptotics
57
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Elementary proof of an estimate on $\zeta$

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#asymptotics #riemann-zeta
763
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Prerequisites to reading *Convergence of Probability Measures* by Patrick Billingsley.

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#probability-theory #reference-request #asymptotics #book-recommendation
25.6k
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Approximation of combination $ {n \choose k} = \Theta \left( n^k \right) $?

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#combinatorics #asymptotics #computational-complexity #combinations
33
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Determining asymptotics of a function given a series of difference-like inequalities

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#inequality #recurrence-relations #asymptotics
106
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Big-O Notation exponentials

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#asymptotics
1k
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Find upper bound time complexity of recurrence function using iterative method

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#recurrence-relations #asymptotics
476
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Asymptotic expansion for the inverse of a matrix-valued function

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#asymptotics
52
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help with an asymptotic for a certain product

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#analysis #asymptotics

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