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Prove $\log(n!) =\Omega(n\log(n))$

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#logarithms #asymptotics
477
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Boundary layers: approximately satisfying BC

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#ordinary-differential-equations #asymptotics #perturbation-theory
138
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How to show this big O equality.

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#complex-analysis #asymptotics #fourier-transform
426
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About asymptotic expansion of parabolic cylinder functions

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#asymptotics #special-functions #reference-works
59
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How to prove that $8n^3 + 12n + 3\log^3n \neq \Omega (n^4)$?

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#real-analysis #limits #asymptotics
242
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Proving that $2^{2n}-n^2+3^n = \Omega (2^{2n})$

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#asymptotics
42
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Need help with a question regarding the Big Oh

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#asymptotics #proof-explanation
42
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Asymptotic expression for $\left(\frac{1}{\varepsilon}\right)^{\cfrac{1}{1-\varepsilon}}$

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#asymptotics
65
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Simple asymptotic analysis problem

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#asymptotics
68
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Asymptotic bounds of product of $\log(i)$

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#asymptotics
64
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Need help with question regarding big O

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#asymptotics #proof-explanation
256
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Relating prime numbers with irreducible polynomials using asymptotic density: is this a known theorem?

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#abstract-algebra #number-theory #prime-numbers #asymptotics #irreducible-polynomials
407
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Why does the asymptotic expansion of the real-valued Kummer function contain complex terms?

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#asymptotics #special-functions
965
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Asymptotic Inner and Outer Expansion for a Function

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#ordinary-differential-equations #asymptotics #perturbation-theory
1.5k
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Big Omega and Not Big Omega proofs

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#algorithms #proof-writing #asymptotics

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