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compute the area of an n-dimensional hypersphere cap
areaSpherePart(n, phi, r = 1)
dimensionality of space the hypersphere is embedded in (e.g.3 for a 3D-sphere)
angle between vectors defining the cone
radius of the sphere
returns the area of the hypersphere cap
# NOT RUN { areaSpherePart(2,pi/2) # covers half the area of a circle # }
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