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Fellowship & Grant details

Fellowship posted by Italian Ministry of Education, University and Research (10/12/2013 00.39)

Noncommutative geometry, quantum groups and applications

Please note that the job is no longer active!

The research program will be centered on noncommutative self-dual connections and their geometry. The starting point is the construction of vector bundles over noncommutative manifolds, instanton connections and their moduli spaces, and monopole connections. This for deformations associated with the actions of tori both real and algebraic. Several aspects of the construction and enumerations of noncommutative instantons will be considered (like iper Kaehler structures and desingularization) over such compact manifolds and on analogous ALE (noncompact) spaces. Equivariant cohomologies and localization methods will he studied also developping noncommutative versions of the Weil algebra and corresponding Weil homomorphism for a general Hopf algebra.

Please note that the full description may be available in the national language since some job boards have their own publication policy. Thank you for your understanding!

Research Fields

Mathematics


Programme Description
Number of awards per year1
Eligible destination country/ies for fellowsAll
Eligibility of fellows: country/ies of residenceAll
Eligibility of fellows: nationality/iesAll
Website of Fellowship Programmewww.units.it
Fellowship's Details
Career StageEarly stage researcher or 0-4 yrs (Post graduate)
Research ProfilesNot defined
Total amount per fellowship per year19475
Currencyeuro
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Application deadline

07/01/2014

Other fellowship details
EURAXESS ID

63327

Funding organisation / Contacts
Università degli Studi di Trieste

Public research
Trieste - Italy
www.units.it
E-mails
enrico.gabbai@amm.units.itdaniela.spadea@amm.units.it

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