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How to bound the error of an approximation for ln|k+x|?

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#sequences-and-series #approximation #upper-lower-bounds
162
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Why does this Gamma function approximation fail?

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#graphing-functions #approximation #gamma-function
46
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An approximation for log(x!)

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#functions #approximation
33
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pattern in a certain approximation of square roots

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#number-theory #approximation
49
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Estimating the number of infected people

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#probability #approximation
165
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two-term asymptotic expansion for each root of the polynomial equation

Published on
#approximation
342
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Approximate $\sin 29^\circ$ using differentials

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#real-analysis #calculus #analysis #derivatives #approximation
66
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Deriving an approximation for the Riemann zeta function

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#approximation #riemann-zeta
53
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Bounding the coefficients of the approximating polynomial of a $1$-Lipschitz function

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#approximation #lipschitz-functions
100
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Confusion about factorial $\dfrac{(N!)^2}{(2N)!}$

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#number-theory #elementary-number-theory #approximation #analytic-number-theory #factorial
589
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How to use the Backwards Euler Method

Published on
#ordinary-differential-equations #numerical-methods #approximation
1k
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Approximation of third derivative

Published on
#numerical-methods #approximation #finite-differences
262
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Approximating a summation by partial summation+integral

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#integration #summation #asymptotics #approximation
43
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$X\sim\text{Bin}(n,p)$. Lower bound on $\Pr(X=np)$ that is a function of $m=np$, and not dependent on $n$

Published on
#inequality #binomial-coefficients #approximation #binomial-distribution #upper-lower-bounds
69
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If $x \ll y$, then is $xy$ large enough to not be neglectable?

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#algebra-precalculus #soft-question #approximation

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