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Is $O(n/\log(n/m))=O(n/\log(n))$ when $1 \leq m=o(n)$?

Published on
#asymptotics
544
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Integrals of little-o

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#integration #sequences-and-series #definite-integrals #asymptotics
395
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Does $n\log(n)$ diverge or converge from this sum of quotients?

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#summation #logarithms #asymptotics #approximation
36
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Is the following asymptotic relation correct?

Published on
#asymptotics #perturbation-theory
239
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Asymptotic expansion of $I_n=\int_{0}^{1}\frac{1}{1+x^n} dx$

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#real-analysis #integration #asymptotics
77
Views

Writing this in the big O notation?

Published on
#asymptotics #computer-science
158
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Asymptotic value of a sequence

Published on
#sequences-and-series #discrete-mathematics #asymptotics
101
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Asymptotically closer to $\log_mn!$

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#summation #asymptotics
225
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Proving that $\int_{-1}^0 \frac{e^x+e^{1/x}-1}{x}dx=\gamma$

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#integration #definite-integrals #asymptotics
235
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Integrals involving products of Bessel functions

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#real-analysis #integration #asymptotics #analytic-number-theory #bessel-functions
60
Views

Big O and approximation to a specific number

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#asymptotics #approximation
148
Views

Big O definition and showing equality

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#asymptotics
103
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Big O and equality

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#asymptotics
46
Views

Conceptual Problem: How to know when something has an asymptote and something has a point that does not exist

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#algebra-precalculus #asymptotics #graphing-functions
150
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Application of the Mean Value Theorem

Published on
#calculus #real-analysis #analysis #asymptotics

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