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Geometry of Prym semicanonical pencils
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Classroom Contents
Hyperkähler and Prym Varieties - Classical and New Results
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- 1 Generalities about abelian varieties – part1
- 2 Generalities about abelian varieties – part2
- 3 Hyperkähler manifolds, an introduction I – part1
- 4 Hyperkähler manifolds, an introduction I – part2
- 5 Prof. Izadi's exercise session
- 6 On Ramified Prym Maps and Their Fibers
- 7 Hitchin fibration and Prym varieties
- 8 Prof. Ortega's exercise session
- 9 Prym varieties and Prym map - Part1
- 10 Prym varieties and Prym map - Part2
- 11 Hyperkähler manifolds, an introduction II - Part1
- 12 Hyperkähler manifolds, an introduction II - Part2
- 13 Tropical Prym varieties
- 14 Geometry of Prym semicanonical pencils
- 15 Kirchhoff’s theorem and semi-canonical representatives for the tropical Prym variety
- 16 Involutions of a Cubic Fourfold
- 17 Prof. Ortega's exercise session
- 18 Degree computation of the Prym map of étale double coverings over genus 6 curves - part1
- 19 Degree computation of the Prym map of étale double coverings over genus 6 curves - part2
- 20 Hyperkähler manifolds, an introduction III - part1
- 21 Hyperkähler manifolds, an introduction III - part2
- 22 Degree computation of the Prym map of triple cyclic coverings over genus 4 curves - part 1
- 23 Degree computation of the Prym map of triple cyclic coverings over genus 4 curves - part 2
- 24 Hyperkähler manifolds, an introduction IV - part 1
- 25 Hyperkähler manifolds, an introduction IV - part 2
- 26 Overview of finite Prym maps - Part1
- 27 Overview of finite Prym maps - Part2
- 28 Hyperkähler manifolds, an introduction V - Part1
- 29 Hyperkähler manifolds, an introduction V - Part2
