nLab
dg-scheme

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Context

Higher geometry

higher geometry / derived geometry

Ingredients

Concepts

Constructions

Examples

Theorems

Conetnts

Idea

The notion of dg-scheme is a generalization of the notion of scheme to dg-geometry.

References

Revised on October 23, 2011 15:33:04 by Urs Schreiber (89.204.137.65)
Edit | Back in time (1 revision) | See changes | History | Views: Print | TeX | Source | Linked from: differentiable stack, generalized smooth space, CartSp, differential geometry, geometry, classifying space, D-module, structured (infinity,1)-topos, derived smooth manifold, topological stack, Erlangen program, orbifold, orbispace, stratifold, geometry (for structured (infinity,1)-toposes), formally smooth morphism, differential topology, Gelfand spectrum, algebraic variety, diffiety, infinity-space, analytic geometry, formal scheme, algebraic group, A Survey of Elliptic Cohomology, derived algebraic geometry, higher geometry - contents, higher geometry, generalized scheme, Structured Spaces, Deligne-Mumford stack, structure sheaf, moduli space, proper map, derived noncommutative geometry, rigid analytic geometry, geometric stack, group scheme, spectral triple, etale morphism of schemes, etale map, quotient space, Isbell duality, D-geometry, Klein geometry, G-structure, smooth manifold, Artin stack, function algebras on infinity-stacks, affine line, derived loop space, derived geometry, locally representable structured (infinity,1)-topos, anabelian geometry, morphism of finite type, dg-geometry, formally etale morphism, strongly connected topos, projective space, Tannaka duality for geometric stacks, locally ringed topos, formally unramified morphism, geometric infinity-stack, morphism of finite presentation, homogeneous space, Gelfand duality, higher Klein geometry, higher geometric quantization, non-commutative analytic space, higher Cartan geometry, higher symplectic geometry, differential graded manifold, dg-scheme, derived differential geometry, deformation context, formal moduli problem, higher differential geometry, Berkovich space, bump function, string^c 2-group, stratified space, type II geometry, formal loop space, motivation for higher differential geometry, field (physics), higher noncommutative geometry, higher Atiyah groupoid