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asymptotic analysis to solve differenial equation

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#ordinary-differential-equations #asymptotics
180
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Troubles proving $O[f(n)] \cdot O[g(n)] = O[f(n) \cdot g(n)]$

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#algorithms #asymptotics #computer-science
20.1k
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How to find the asymptotes of a square root function?

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#calculus #functions #asymptotics
75
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A limit about $\prod_{k=0}^\infty\frac1{1-x^k}$

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#calculus #analysis #asymptotics #generating-functions
6.1k
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Is $\log(3^n) = O(\log(2^n))$?

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#asymptotics
226
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Bounding a solution of an ODE with a small source

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#ordinary-differential-equations #asymptotics
196
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limit of sum with binomial coefficients

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#sequences-and-series #combinatorics #asymptotics
243
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How does the number of trees with even order that contain a perfect matching behave asymptotically?

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#graph-theory #asymptotics
468
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Asymptotic notation: What does $o(\epsilon_\text{mach})$ mean?

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#numerical-methods #asymptotics
54
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We know the asymptotic density of primes. What about the asymptotic density of numbers with n prime factors?

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#number-theory #prime-numbers #asymptotics #analytic-number-theory
280
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Asymptotic of a convolution integral

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#real-analysis #asymptotics #convolution
131
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Intuition: Why will $3^x$ always eventually overtake $2^{x+a}$ no matter how large $a$ is?

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#limits #asymptotics
2.9k
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Can I prove that 2n+1 = O(2n)?

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#algorithms #asymptotics #computer-science
866
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Find the Theta class for the recursion $T(n) = T(3n/4) + T(n/6) + 5n$

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#algorithms #asymptotics #computer-science
72
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calculate nCr given (n-1)C(r-1) under a modulo fast

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#modular-arithmetic #asymptotics #combinations

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