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How to approximate the sum of a convergent, positive series

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#calculus #sequences-and-series #approximation
151
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Composite Function Taylor Polynomial Proof

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#calculus #real-analysis #multivariable-calculus #taylor-expansion #approximation
258
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Locally approximate an ellipsoid around two points with a sphere

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#geometry #differential-geometry #approximation #conic-sections
210
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Chebychev polynomial nodes on a triangle

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#calculus #polynomials #approximation #interpolation #change-of-variable
1.1k
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Determine order of approximation for the finite difference method

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#derivatives #approximation #computational-complexity #finite-differences
100
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approximating irrational roots of algebraic equations with the Pierce expansion

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#roots #approximation #continued-fractions #approximation-theory #algebraic-equations
938
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Are all Monte Carlo algorithms to approximate $\pi$ equivalent?

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#probability #algorithms #approximation #simulation
153
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Does there exist infinitely many $\mu$ which satisfy this:

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#approximation
139
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Is the solution to $\frac{e^n}{n} = e^2$ related to $\pi$?

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#exponential-function #approximation #pi
26
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average and standard deviation of distribution given by sum with exponential form

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#probability-distributions #summation #exponential-function #approximation
118
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Higher Order Legendre Polynomials

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#polynomials #approximation #legendre-polynomials
34
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Is this a discussed limit formula for "general" derivatives?

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#calculus #limits #derivatives #approximation
354
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What do first terms in Fourier expansion of a function mean?

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#fourier-analysis #fourier-series #approximation
171
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How could I simplify this exponential sum?

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#calculus #integration #summation #approximation #exponential-sum
38
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Is it true that $[N*a]=N*[a]$?

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#calculus #approximation #ceiling-and-floor-functions

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