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Intersection theory for loaded cycles IV -- resonant cases

Authors :
Masaaki Yoshida
Katsuhisa Mimachi
Hiroyuki Ochiai
Source :
Math. Nachr.. 260
Publication Year :
2003

Abstract

We study the structure of the twisted homology groups attached to weighted lines in the plane with resonant singular points, and find possible intersection pairings. As a typical example, we treat homology groups attached to 2-dimensional Selberg-type integrals.

Subjects

Subjects :
Intersection theory
medicine.medical_specialty
Pure mathematics
animal structures
Intersection
Plane (geometry)
General Mathematics
Mathematical analysis
medicine
Structure (category theory)
Mathematics
Singular homology

Details

Language :
English
Volume :
260
Database :
OpenAIRE
Journal :
Math. Nachr.
Accession number :
edsair.doi.dedup.....1d7ba2213dfba8c43737bb7bc50a5cb3

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