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Can I show the error of the trapezoidal approximation using big-O limits?

Published on
#integration #numerical-methods #taylor-expansion #approximation
157
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Counting occurrences of elements from data stream

Published on
#approximation #data-analysis
202
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A problem on approximation by convolution

Published on
#real-analysis #approximation #convolution
73
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Prove that $f(x,y):[0,1]^2 \to \mathbb R$ a continuous function can be approximated by a finite sum of $g_k(x)h_k(y)$

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#continuity #approximation #uniform-continuity
408
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Proving that $ 7<\frac{5\phi e}{\pi}< 7.0000689$ where $\phi$ is the Golden Ratio

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#calculus #real-analysis #numerical-methods #approximation #transcendental-numbers
144
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How do I approximate a function in the form $z = f(x, y)$ of a real-life 3D surface?

Published on
#calculus #functions #graphing-functions #approximation #3d
234
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Methods to approximate $f(x) = \sin(x + f(x))$

Published on
#approximation #recursion #recursive-algorithms
550
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Using Taylor Theorem to Estimate Error Using Approximation

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#calculus #approximation #error-propagation
55
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Taylor polynomials with error to approximate

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#calculus #taylor-expansion #approximation
59
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Estimating parameters of a differential equation

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#ordinary-differential-equations #numerical-methods #approximation #linear-regression
51
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Approximation of $\left(1-x^2\right)^{\tfrac{n-3}{2}}$ to Normal distribution

Published on
#probability-distributions #normal-distribution #approximation #density-function
36
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Problem Newton's approximation with induction

Published on
#numerical-methods #approximation
1.1k
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Showing that the Taylor expansion of $\ln(1-x)$ about $x=0$ converges over $(-1,1)$

Published on
#limits #numerical-methods #taylor-expansion #approximation
116
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Fractional part of rational powers

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#algebra-precalculus #approximation #diophantine-approximation
354
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Application of the Taylor Polynomial

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#calculus #taylor-expansion #approximation

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