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How to find $n^2 - 2n - 3$ is $\Omega(n^2)$?

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#discrete-mathematics #asymptotics
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How to prove that $n\log n = O(n^2)$?

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#asymptotics #proof-writing
275
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is $f(x)$ in big-$O$ of $g(x)$ assuming the following?

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#asymptotics
862
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Asymptotic formula for complex gamma function at $+\infty+i \times y$

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#complex-analysis #limits #asymptotics #taylor-expansion #gamma-function
837
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Asymptotic equality and inequalities

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#inequality #asymptotics
64
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question about functions (asymptotic)

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#functions #asymptotics
255
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Prove that $(n+1)(n+2)(n+3)$ is $O(n^3)$. (Big-o notation)

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#discrete-mathematics #asymptotics
138
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Some discrete math questions, Big-O, Big-Omega, Asymptotics, etc.

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#discrete-mathematics #asymptotics
111
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Running time of adding $n$ items

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#algorithms #asymptotics
234
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Let $x_n$ be the (unique) root of $\Delta f_n(x)=0$. Then $\Delta x_n\to 1$

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#asymptotics #roots
177
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Question about $\forall$ and $\exists$

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#logic #asymptotics #quantifiers
231
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infinite sum with each summand converging to zero almost surely

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#sequences-and-series #statistics #limits #asymptotics
139
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Convergence of partial sums of real sequences

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#real-analysis #analysis #asymptotics
102
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Does $f'(x) \in o(g'(x))$ imply $f(x) \in o(g(x))$ for monotonically increasing $f$ and $g$?

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#functions #asymptotics
197
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Prove that $(n+1)(n+2)(n+3)$ is $O(n^3)$

Published on
#discrete-mathematics #asymptotics

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