On mixed boundary conditions, function spaces, and Kato’s square root property

Bechtel, Sebastian (2022)
On mixed boundary conditions, function spaces, and Kato’s square root property.
Technische Universität Darmstadt
doi: 10.26083/tuprints-00022963
Ph.D. Thesis, Primary publication, Publisher's Version

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Item Type:

Ph.D. Thesis

Type of entry:

Primary publication

Title:

On mixed boundary conditions, function spaces, and Kato’s square root property

Language:

English

Referees:

Haller-Dintelmann, Prof. Dr. Robert ; Egert, Prof. Dr. Moritz ; Portal, Prof. Dr. Pierre

Date:

2022

Place of Publication:

Darmstadt

Collation:

2, xviii, 249 Seiten

Date of oral examination:

24 June 2021

DOI:

10.26083/tuprints-00022963

Abstract:

In this thesis, a framework for the analytical treatment of mixed boundary conditions is given. Later, these results are applied to solve Lions' variation of the Kato square root problem.

Alternative Abstract:

Alternative Abstract	Language
In dieser Dissertation with ein Framework zur analytischen Behandlung von gemischten Randbedingung bereitgestellt. Diese Resultate werden dann auf die Variante des Kato'schen Wurzelproblems von Lions angewandt.	German

Status:

Publisher's Version

URN:

urn:nbn:de:tuda-tuprints-229633

Classification DDC:

500 Science and mathematics > 510 Mathematics

Divisions:

04 Department of Mathematics > Analysis > Partial Differential Equations and Applications

Date Deposited:

08 Dec 2022 13:44

Last Modified:

12 Dec 2022 08:50