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Average length of random path

Published on
#graph-theory #asymptotics #approximation #random-walk
39
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How can I prove that $x^k = O(k^x)$?

Published on
#asymptotics
192
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Convergence of a bounded continuous function whose derivative vanishes at infinity

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#real-analysis #analysis #asymptotics
38
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prove:$n^{100}k^{n}=o((k+\varepsilon)^{n})$

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#combinatorics #limits #asymptotics
34
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If $x$ and $y$ are asymptotically equal then $x(n)=y(n)+o(y(n))$.

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#statistics #asymptotics
112
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Manipulating arctan function for height and position of asymptote

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#trigonometry #asymptotics
47
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What is the asymptotics of $gf_2(S_n)$?

Published on
#group-theory #finite-groups #asymptotics #symmetric-groups #finitely-generated
68
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Question on convergence of an averaging function related to the non-trivial zeta zero counting function

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#number-theory #asymptotics #riemann-zeta #riemann-hypothesis
175
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About One Problem in Wildt 2018

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#real-analysis #limits #asymptotics
134
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Nonlinear 1st-Order Perturbed ODE

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#ordinary-differential-equations #asymptotics #perturbation-theory
37
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Asymptotic behaviour of the difference of consecutive values of null sequence

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#real-analysis #sequences-and-series #asymptotics
59
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Prove $2^n \in \mathcal{O}(n!)$

Published on
#algorithms #asymptotics
117
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Expressing a series of complex exponentials as an asymptotic expansion

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#sequences-and-series #complex-analysis #asymptotics #laurent-series #zeta-functions
108
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Asymptotic behavior of the real root of $kx^{k+1} -(k+2)x^{k} + 1$

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#polynomials #asymptotics #roots
65
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What is little oh and big oh formally?

Published on
#notation #asymptotics

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