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On topological invariants of vector bundles

100%

Szafraniec Z.

Annales Polonici Mathematici

1991-1992

tom 56

nr 3

295-301

Let E → W be an oriented vector bundle, and let X(E) denote the Euler number of E. The paper shows how to calculate X(E) in terms of equations which describe E and W.

Holomorphic triples of genus 0

70%

Pasotti S., Prantil F.

Open Mathematics

2008

tom 6

nr 1

129-142

Here we study the relationship between the stability of coherent systems and the stability of holomorphic triples over a curve of arbitrary genus. Moreover we apply these results to study some properties and give some examples of holomorphic triples on the projective line.

Stable vector bundles over cuspidal cubics

61%

Bodnarchuk L., Drozd Y.

Open Mathematics

2003

tom 1

nr 4

650-660

We give a complete classification of stable vector bundles over a cuspidal cubic and calculate their cohomologies. The technique of matrix problems is used, similar to [2, 3].

Ograniczanie wyników

2 Open Mathematics

1 Annales Polonici Mathematici

1 Bodnarchuk L.

1 Drozd Y.

1 Pasotti S.

1 Prantil F.

1 Szafraniec Z.

1 2008

1 2003

1 1992

Wyniki wyszukiwania

On topological invariants of vector bundles

Holomorphic triples of genus 0

Stable vector bundles over cuspidal cubics