By extending the Euclidean aircraft to include a line at infinity, acquiring a projective plane, the obvious distinction vanishes: the branches of a hyperbola meet in two points at infinity, making it a single closed curve; and the two ends of a parabola meet to make it a closed curve tangent to the road at […]
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These theories rely on common relativity to describe a curved background spacetime, and define a generalized quantum area idea to explain the habits of quantum matter within that spacetime. For non-zero cosmological constants, on curved spacetimes quantum fields lose their interpretation as asymptotic particles. Only in sure situations, resembling
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