Complex Contact Manifolds working group

Continuation of VAT working group

Time and place

The group meets on Wednesdays, 12:15 in room 403 at IMPAN

Info

The goal of the group is to study and work on problems related to contact and sympletic structures in algebraic geometry and quaternionic-kahler structures in differential geometry. Main areas of interest include:

• LeBrun-Salamon conjecture in differential geometry
• Twistor construction and translation of mentioned conjecture to algebraic geometry
• (Contact) Fano manifolds equipped with algebraic torus action
• Quaternion-Kahler manifolds equipped with circle action
• Generalizations of definition of contact structure to singular case
• Relations between contact and symplectic structures
• Sections of line bundles on Fano varieties

Participation

Everyone interested in subject or learning about it is welcome to participate. For additional info contact Robert Śmiech (homepage).

Members

• Jarosław Buczyński (group leader)
• Aleksandra Borówka
• Giovanni Moreno
• Robert Śmiech