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Balls and Bins when #balls < #bins

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#probability #asymptotics #balls-in-bins
106
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What is the asymptotic complexity of?

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#recurrence-relations #asymptotics #computer-science #computational-complexity
75
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Asymptote produced from a composition of two polynomials and an arbitrary function.

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#calculus #polynomials #asymptotics
45
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Define $T(2^n) = T(2^n/n) + 1$ with $T(1) = 1$ . Is $T(2^n)∈ Θ(n) ?$

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#recurrence-relations #asymptotics #computer-science #computational-complexity
285
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obtain a three-term asymptotic solution

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#asymptotics
207
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three term asymptotic solution as $\epsilon \to 0$

Published on
#limits #asymptotics
63
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finding the limit as n goes to infinity

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#limits #asymptotics
53
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How to show $n^k log(n^k) = o(n^{log(n)}) $

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#asymptotics
2k
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If f(n) = Θ(g(n)) does that also mean 2^f(n) = Θ(2^f(n))?

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#asymptotics
1.5k
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If P = NP, would that mean P=NP-Complete?

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#asymptotics #np-complete
42
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If $ f = O(g) $ and $ g \notin O(f)$ then $\theta (f) \le \theta (g)$

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#asymptotics
916
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What are the time complexities of the following C codes?

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#asymptotics #computer-science #computational-complexity
258
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Is the asymptotic growth rate of the product of divisor function up to $n$ known?

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#number-theory #asymptotics #divisor-counting-function
179
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Technique for constructing an entire function satisfying a given growth condition

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#complex-analysis #asymptotics #power-series
166
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Asymptotic expansion for the solution of linear KDV eq.

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#asymptotics #taylor-expansion #fourier-series #wave-equation

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