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Fellowship & Grant details

Fellowship posted by Italian Ministry of Education, University and Research (14/06/2013 03.05)

Existence and regularity of solutions of variational problems with non standard assumptions

Please note that the job is no longer active!

We aim to study very classical problems in the Calculus of Variations: existence and regularity of minima of scalar multidimensional functionals. The existence problem is usually solved by means of the Direct Method of the Calculus of Variations whenever suitable convexity and growth assumptions are satisfied. The regularity problem has been deeply studied under either growth assumption and/or the uniform convexity of the lagrangian.

We aim to study these problems starting from the regularity of the boundary datum using the so called Hilbert-Haar approach that has been recently renewed. New results have been proved dropping the classical growth and/or uniform convexity assumptions for functional depending just on the gradient. Some open problems still remain in this framework and some recent results and ongoing research allows us to believe that it is possible to generalize these approach to langrangians depending also on lower order terms.

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 - Mathematical analysis

Eligibility criteria

Selection Announcement

Selection process

Qualifications, curriculum vitae, pubblications, letters of references


Programme Description
Number of awards per year1
Annual budget19.367
Frequency of calls24 mesi
International mobility required ?no
Eligible destination country/ies for fellowsItaly
Eligibility of fellows: country/ies of residenceAll
Eligibility of fellows: nationality/iesAll
Website of Fellowship Programmewww.math.unipd.it
Fellowship's Details
Career StageEarly stage researcher or 0-4 yrs (Post graduate)
Research ProfilesNot defined
Employment contract with full social securityyes
Total amount per fellowship per year19.367
Currencyeuro
Covers salaryyes
Covers travel and subsistenceyes
Covers research costsyes
Maximum duration of fellowship24
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Application deadline

11/07/2013

Other fellowship details
Fellowship ID

55909

Funding organisation / Contacts
Dipartimento di Matematica - Università degli Studi di Padova

Public research
Padova - Italy
www.math.unipd.it
E-mails
amministrazione@math.unipd.itPhones
+390498271387

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