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A crude approximation to $\pi$ using Gamma function

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#approximation #gamma-function #pi
41
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Why is a sum being approximated by an integral in part of a derivation of the Fourier inversion formula from the Fourier series formulae?

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#calculus #summation #fourier-analysis #proof-explanation #approximation
269
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Approximation of Sum of Squares of Sine

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#trigonometry #approximation
512
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Find the range of initial values for which Newton–Raphson's method for $f(x) = a - \frac{1}{x}$ converges

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#numerical-methods #approximation #newton-raphson
257
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Strange approximation to $\sqrt{\pi}$

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#sequences-and-series #approximation #radicals #irrational-numbers #pi
48
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What is the asymptotic solution to the roots of $x^n+a_1 \epsilon x^{n-1} +\cdots+ a_{n-1}\epsilon^{n-1}x+a_n \epsilon^n$?

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#polynomials #approximation #perturbation-theory
86
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Questions about Approximating a Function at Infinity

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#calculus #functions #asymptotics #taylor-expansion #approximation
181
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Approximation of Sum of Product of Floor Functions

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#summation #asymptotics #approximation #ceiling-and-floor-functions
13
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Finding error of a function

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#approximation #error-propagation
403
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Taylor Series Expansion Gives different answers depending on change of variables?

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#calculus #statistics #probability-distributions #taylor-expansion #approximation
472
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Chebyshev approximation - from any equation

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#numerical-methods #approximation #chebyshev-polynomials
28
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show this $\{m\sqrt[n]{a}\}>\frac{c}{m^{n-2}}$

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#approximation
77
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Explanation for $\pi^3\approx \frac{3650e+999}{1000}+e^3$

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#approximation #transcendental-numbers
50
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Is there a class of functions that have a cyclical or constant derivative?

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#functions #approximation #approximation-theory #artificial-intelligence
349
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Approximation of a recursive function

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#combinatorics #approximation #recursion

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