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He and Kochen came up with the full theorem in 2004 while they were working on a geometry problem on a chalkboard in Kochen's fifth-floor office in Fine Hall.
He and Kochen have been working on the formula for more than a decade and came up with the full theorem in 2004 while they were working on a geometry problem on a chalkboard in Kochen's fifth-floor office in Fine Hall.
We now formulate the full theorem on solvability.
In particular, he had the full Theorem 10.12 using Theorem 10.14.
Finally, he proves the full Theorem 14.1 when H is self-adjoint. .
For a proof of the full theorem (which is not hard), see Simon [582] or [616, Theorem 7.6.4].
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Moerdijk (1984) has shown that HBT is strictly weaker than the full fan theorem, but we do not know of any natural fan theorem to which the Heine-Borel theorem is equivalent relative to BISH.
It follows that POS is derivable in INT, in which the full fan theorem, not just FTD, is a standard principle.
Thus, H satisfies the sum rules of order 1. (I-T) is of full rank (Theorem 2.2).
We will start with a Jordan pair (X, T) satisfying the conditions 1. (I-T) is of full rank (Theorem 2.2) 2.2
Economic theories have been axiomatized, and articles and books of economics are full of theorems.
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