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Calculating the marginal expectation of a joint pdf on the unit sphere

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#expectation #approximation
39
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Can we combine convolution and higher powers for locally maximising a function?

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#limits #approximation #signal-processing #computational-mathematics
156
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Approximations to series of Ramanujan-type

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#real-analysis #sequences-and-series #approximation #divergent-series
96
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Is there an analytic approximation to this integral

Published on
#definite-integrals #approximation
332
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How to approximate the solution of $y=a \arctan(x/a)-\arctan (x)$

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#trigonometry #taylor-expansion #approximation
34
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If one rounds digits one by one starting from the end, then is the rounding same as when "cut-offing" around required the precision?

Published on
#approximation
114
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Approximating $f(x,y)$ as $g(x/y)$

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#approximation #weierstrass-approximation
103
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Showing the general solution reduces to $x(t)\approx \frac{F}{2mw^2_0\theta}\left(\sin(w_0t)-\sin(wt)\right)$

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#ordinary-differential-equations #physics #approximation #mathematical-physics
56
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Simple sig fig definition

Published on
#approximation
355
Views

Approximation of Sin(2) within 10^-4

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#calculus #taylor-expansion #approximation
121
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What is a simple upper bound for $\exp\left(-\frac{1}{2}(x-(2\log(1/\delta)^{1/2}))^2\right)$ given $x \ge0$ and $\delta \in (0, 1)$?

Published on
#taylor-expansion #convex-optimization #approximation #upper-lower-bounds
352
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"Intersection" of multiple circles with inaccuracies

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#geometry #approximation #spherical-coordinates
51
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Casting a shadow from a spotlight on a sphere

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#integration #approximation #projection
934
Views

Why Is the Proximal Operator Well Defined?

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#optimization #convex-analysis #convex-optimization #approximation #proximal-operators
125
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Approximate $\log(7)+\cos(1)$ with an error of less than $10^{-4}$

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#real-analysis #taylor-expansion #approximation

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