Thesis

Regularity theory for variational problems on BD

Abstract:: In this thesis we provide regularity results for convex and semiconvex variational problems which are of linear growth and depend on the symmetric rather than the full gradient. By the non-availability of Korn's Inequality (known as Ornstein's Non-Inequality), usual approaches need to be modified in order to obtain higher regularity of generalised minima.

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APA Style

Gmeineder, F. (2017). Regularity theory for variational problems on BD [PhD thesis]. University of Oxford.

MLA Style

Gmeineder, F. Regularity Theory for Variational Problems on BD. University of Oxford, 2017.

Chicago Style

Gmeineder, F. 2017. “Regularity Theory for Variational Problems on BD.” PhD thesis, University of Oxford.
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Files:: PhD_main.pdf

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Authors

+ Gmeineder, F More by this author

Division:: SSD
Department:: Politics & Int Relations
Role:: Author

Contributors

+ Kristensen, J

Role:: Supervisor

DOI:: 10.5287/ora-6r9nezj5b
Type of award:: DPhil
Level of award:: Doctoral
Awarding institution:: University of Oxford

UUID:: uuid:1f412087-de70-44a8-a045-8923f1e29611
Deposit date:: 2017-12-21

Terms of use

Copyright holder:: Gmeineder, F
Copyright date:: 2017

Licence:: Terms and Conditions of Use for Oxford University Research Archive

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