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The quantifier "for all" ( forall ), sometimes also known as the "general quantifier."
An archaic name for topology.
In logic, a statement which cannot be broken down into smaller statements, also simply called an "atom."
Capable of taking on one out of two possible values.
Among the continuous functions on R^n, the positive definite functions are those functions which are the Fourier transforms of nonnegative Borel measures.
One of the logic operators AND ^ , OR v , and NOT ¬.
A puzzle in logic in which one or more facts must be inferred from a set of given facts.
C=tauT+kappaB, where tau is the torsion, kappa is the curvature, T is the tangent vector, and B is the binormal vector.
Find necessary and sufficient conditions that determine when the integral curve of two periodic functions kappa(s) and tau(s) with the same period L is a closed curve.
If the consistency of one of two propositions implies the consistency of the other, the first is said to have greater consistency strength.
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