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15
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$\cot(x)\,$ in the large $x$ limit?

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#asymptotics #trigonometric-series
691
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Proof of asymptotic expansion of binomial coefficient

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#combinatorics #asymptotics #binomial-coefficients
6.8k
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How to prove that $n^k = O(2^n)$

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#limits #asymptotics #induction
187
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Complexity of index calculus method

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#asymptotics #computational-complexity
52
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prove the statement (big O notation)

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#asymptotics
72
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Master Method and use cases

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#asymptotics #recurrence-relations
4.1k
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How to prove that $\lim_{n\to \infty} (n^k/2^n) = 0$?

Published on
#limits #asymptotics
52
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How prove this $\frac{|x-z|}{|x-y|}=1+\frac{1}{|x|}\hat{x}\cdot(y-z)+O(1/|x|^2)$

Published on
#calculus #vector-spaces #asymptotics
713
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Big-Theta Notation. Is this theorem true?

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#asymptotics
261
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Asymptotics for infinite sum with erf

Published on
#statistics #asymptotics #special-functions
741
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Asymptotic Expansion of an Oscillating Integral

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#real-analysis #integration #asymptotics
69
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How do we determine as to how long we should sum an asymptotic series of a function to get the answer correct up to a particular precision?

Published on
#sequences-and-series #functions #asymptotics
788
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Asymptotics of the sum of squares of binomial coefficients

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#probability-theory #asymptotics #binomial-coefficients #summation
254
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What is the relationship between singularities for complex times and high frequency asymptotics?

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#complex-analysis #fourier-analysis #asymptotics
3.7k
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Polynomial bounds?

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#polynomials #computer-science #asymptotics

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