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15
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Show that $plim A_n = plim B_n$ implies $plim V(A_n) = plim V(B_n)$

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#measure-theory #asymptotics #expected-value #variance
84
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Properties of this Fourier Transform

Published on
#probability-distributions #asymptotics #fourier-transform
108
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Uniform continuity (in terms of Big-O notation)

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#real-analysis #asymptotics #uniform-continuity
103
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Correct Basis for Calculating Time Complexity

Published on
#asymptotics #computational-complexity
70
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How fast does $f(x)=f(x)^{\frac{x-1}{x}}+x$ grow?

Published on
#real-analysis #functions #asymptotics #exponential-function
103
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Rate of decay of $I_n=\int^\infty_0 e^{-t} \big|\sin(nt +b_n)\big|^n\,dt$

Published on
#real-analysis #analysis #asymptotics #lebesgue-integral
37
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Asymptotic analysis of an integral - continuous time random walk framework

Published on
#integration #asymptotics #improper-integrals #mathematical-physics
59
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Property of little o

Published on
#real-analysis #limits #asymptotics
231
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Show that $\Phi(n) = \phi(1) +\phi(2) + \dots + \phi(n) =\frac{n^2}{2 \zeta(2)}+O(n \log n)$

Published on
#number-theory #asymptotics #mobius-function
155
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Is this the expansion for any known function?

Published on
#complex-analysis #functions #asymptotics #taylor-expansion #power-series
196
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Asymptotics of $\int^{\pi/2}_0 xf(x)(\cos x)^n\,dx$

Published on
#real-analysis #integration #asymptotics
61
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Taylor expansion of $\sqrt{1+x}$ and little O notation

Published on
#asymptotics #taylor-expansion
95
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Linear systems and asymptotics

Published on
#linear-algebra #asymptotics #systems-of-equations
92
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Asymptotics of $F(\varepsilon)=\int^b_0\frac{dx}{\varepsilon +\phi(x)}$ as $\varepsilon\rightarrow0$ where $\phi(x)\sim Ax$ as $x\rightarrow0$.

Published on
#real-analysis #integration #analysis #asymptotics #lebesgue-integral
45
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Lambert Pairwise Sums O(n^2), X+Y Sorting

Published on
#algorithms #asymptotics #open-problem

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