Options
Fractional powers of linear operators in locally convex vector spaces
Citation Link: https://doi.org/10.15480/882.3674
Publikationstyp
Doctoral Thesis
Publikationsdatum
2021
Sprache
English
Author
Advisor
Referee
Title Granting Institution
Technische Universität Hamburg
Place of Title Granting Institution
Hamburg
Examination Date
2021-02-25
Institut
TORE-URI
Citation
Technische Universität Hamburg (2021)
The work is dedicated to the study of non-negative operators in locally convex spaces.
At the beginning basic properties of this class of operators are investigated and afterwards a functional calculus is constructed.
With its help, fractional powers, an important class of functions contained in the calculus, are investigated.
At the end the theory is applied to the Caffarelli-Silvestre problem.
At the beginning basic properties of this class of operators are investigated and afterwards a functional calculus is constructed.
With its help, fractional powers, an important class of functions contained in the calculus, are investigated.
At the end the theory is applied to the Caffarelli-Silvestre problem.
Schlagworte
Functional Analysis
Locally Convex Spaces
Functional Calculus
Fractional Powers
Caffarelli-Silvestre Extension
DDC Class
500: Naturwissenschaften
510: Mathematik
Loading...
Name
Meichsner_Jan_Fractional-Powers-of-Linear-Operators-in-Locally-Convex-Vector-Spaces.pdf
Size
1.02 MB
Format
Adobe PDF