Some equivariant constructions in noncommutative algebraic geometry
Z Škoda - 2009 - degruyter.com
We here present rudiments of an approach to geometric actions in noncommutative
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …
Some equivariant constructions in noncommutative algebraic geometry
Z Škoda - arXiv e-prints, 2008 - ui.adsabs.harvard.edu
We here present rudiments of an approach to geometric actions in noncommutative
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …
[PDF][PDF] SOME EQUIVARIANT CONSTRUCTIONS IN NONCOMMUTATIVE ALGEBRAIC GEOMETRY
Z ŠKODA - Georgian Mathematical Journal, 2009 - academia.edu
We here present rudiments of an approach to geometric actions in noncommutative
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …
[PDF][PDF] SOME EQUIVARIANT CONSTRUCTIONS IN NONCOMMUTATIVE ALGEBRAIC GEOMETRY
Z ŠKODA - arXiv preprint arXiv:0811.4770, 2008 - irb.hr
We here present rudiments of an approach to geometric actions in noncommutative
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …
[PDF][PDF] Some equivariant constructions in noncommutative algebraic geometry
Z Škoda - arXiv preprint arXiv:0811.4770, 2008 - Citeseer
Modern mathematics is ever creating new kinds of geometries, and again viewpoints of
unification emerge. Somehow the category theory seems to be very effective in making this …
unification emerge. Somehow the category theory seems to be very effective in making this …
SOME EQUIVARIANT CONSTRUCTIONS IN NONCOMMUTATIVE ALGEBRAIC GEOMETRY
Z ŠKODA - Georgian Mathematical Journal, 2009 - degruyter.com
We here present rudiments of an approach to geometric actions in noncommutative
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …
[PDF][PDF] SOME EQUIVARIANT CONSTRUCTIONS IN NONCOMMUTATIVE ALGEBRAIC GEOMETRY
Z ŠKODA - arXiv preprint arXiv:0811.4770, 2008 - core.ac.uk
We here present rudiments of an approach to geometric actions in noncommutative
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …
Some equivariant constructions in noncommutative algebraic geometry
Z Škoda - arXiv, 2008 - dml.mathdoc.fr
We here present rudiments of an approach to geometric actions in noncommutative
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …
Some equivariant constructions in noncommutative algebraic geometry
Z Škoda - arXiv preprint arXiv:0811.4770, 2008 - arxiv.org
We here present rudiments of an approach to geometric actions in noncommutative
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …
[PDF][PDF] Some equivariant constructions in noncommutative algebraic geometry
Z Skoda - 2009 - archive.mpim-bonn.mpg.de
We here present rudiments of an approach to geometric actions in noncommutative
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …
algebraic geometry, based on geometrically admissible actions of monoidal categories. This …