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J. L. Mackie The Cement of the Universe (Oxford University Press, Oxford, 1974).
- Tom L. Beauchamp, Alexander Rosenberg
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- Journal:
- Canadian Journal of Philosophy / Volume 7 / Issue 2 / June 1977
- Published online by Cambridge University Press:
- 01 January 2020, pp. 371-404
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Wolterstorff, Rega Wood, W. Jay Wood, Paul Woodruff, Alison Wylie, Gideon Yaffe, Takashi Yagisawa, Yutaka Yamamoto, Keith E. Yandell, Xiaomei Yang, Dean Zimmerman, Günter Zoller, Catherine Zuckert, Michael Zuckert, Jack A. Zupko (J.A.Z.)
- Edited by Robert Audi, University of Notre Dame, Indiana
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- Book:
- The Cambridge Dictionary of Philosophy
- Published online:
- 05 August 2015
- Print publication:
- 27 April 2015, pp ix-xxx
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Noncommutative schemes
- ALEXANDER L. ROSENBERG
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- Journal:
- Compositio Mathematica / Volume 112 / Issue 1 / May 1998
- Published online by Cambridge University Press:
- 04 December 2007, pp. 93-125
- Print publication:
- May 1998
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The main purpose of this work is to introduce noncommutative relative schemes and establish some of basic properties of schemes and scheme morphisms. In particular, we prove an analogue of the canonical bijection: Hom$_schemes/k$((X, O), Spec(A))[bsime ] Hom$_k-alg$ (A,Γ (X, O)). We define a noncommutative version of the Čech cohomology of an affine cover and show that the Čech cohomology can be used to compute higher direct images. This fact is applied here to compute cohomology of invertible sheaves on skew projective spaces and in [LR3] to study D-modules on quantum flag varieties.
In Defense of Convergent Realism
- Clyde L. Hardin, Alexander Rosenberg
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- Journal:
- Philosophy of Science / Volume 49 / Issue 4 / December 1982
- Published online by Cambridge University Press:
- 01 April 2022, pp. 604-615
- Print publication:
- December 1982
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Many realists have maintained that the success of scientific theories can be explained only if they may be regarded as approximately true. Laurens Laudan has in turn contended that a necessary condition for a theory's being approximately true is that its central terms refer, and since many successful theories of the past have employed central terms which we now understand to be non-referential, realism cannot explain their success. The present paper argues that a realist can adopt a view of reference according to which a theory might plausibly be said to be approximately true even though its central terms do not refer, or alternatively, he may construe reference in such a way as to assign reference to a range of successful older theories which includes Laudan's purported counterexamples.