Mixed Hodge structure
http://dbpedia.org/resource/Mixed_Hodge_structure
In algebraic geometry, a mixed Hodge structure is an algebraic structure containing information about the cohomology of general algebraic varieties. It is a generalization of a Hodge structure, which is used to study smooth projective varieties. In mixed Hodge theory, where the decomposition of a cohomology group may have subspaces of different weights, i.e. as a direct sum of Hodge structures
rdf:langString
rdf:langString
Mixed Hodge structure
xsd:integer
64743403
xsd:integer
1124374348
rdf:langString
In algebraic geometry, a mixed Hodge structure is an algebraic structure containing information about the cohomology of general algebraic varieties. It is a generalization of a Hodge structure, which is used to study smooth projective varieties. In mixed Hodge theory, where the decomposition of a cohomology group may have subspaces of different weights, i.e. as a direct sum of Hodge structures where each of the Hodge structures have weight . One of the early hints that such structures should exist comes from the long exact sequence of a pair of smooth projective varieties . The cohomology groups (for ) should have differing weights coming from both and .
xsd:nonNegativeInteger
15977