Algebraic Geometry over C-infinity rings
If X is a smooth manifold then the R-algebra C^\infty(X) of smooth functions c : X --> R is a "C-infinity ring". That is, for each smooth function f : R^n --> R there is an n-fold operation \Phi_f : C^\infty(X)^n --> C^\infty(X) acting by \Phi_f: (c_1,...,c_n) |--&...
Prif Awdur: | Joyce, D |
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Fformat: | Journal article |
Cyhoeddwyd: |
2009
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Eitemau Tebyg
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An introduction to C-infinity schemes and C-infinity algebraic geometry
gan: Joyce, D
Cyhoeddwyd: (2012) -
C-infinity algebraic geometry with corners
gan: Francis-Staite, K, et al.
Cyhoeddwyd: (2019) -
Algebraic geometry over $C^\infty$-rings
gan: Joyce, D
Cyhoeddwyd: (2019) -
C-infinity algebraic geometry with corners
gan: Francis-Staite, K
Cyhoeddwyd: (2019) -
Derived algebraic geometry over En̳-rings
gan: Francis, John (John Nathan Kirkpatrick)
Cyhoeddwyd: (2008)