Classifier Instance:

Anchor text: Andrew Wiles
Target Entity: Andrew_Wiles
Preceding Context: Putnam holds the view that mathematics, like physics and other empirical sciences, uses both strict logical proofs and "quasi-empirical" methods. For example, Fermat's last theorem states that for no integer n>2 are there positive integer values of x, y, and z such that x^n+y^n=z^n . Before this was proven for all n>2 in 1995 by
Succeeding Context: , it had been proven for many values of n. These proofs inspired further research in the area, and formed a quasi-empirical consensus for the theorem. Even though such knowledge is more conjectural than a strictly proven theorem, it was still used in developing other mathematical ideas.
Paragraph Title: Philosophy of mathematics
Source Page: Hilary Putnam

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