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Tobias Diez
Observed names:
Diez, Tobias,
T. Diez
Institution:
Shanghai Jiao Tong University
Observed institutions:
Max Planck Society,
Shanghai Jiao Tong University,
Max Planck Institute for Mathematics in the Sciences,
Leipzig University,
Delft University of Technology
ORCID:
0000-0002-1407-7696
Observed ORCID:
0000-0002-1407-7696
OpenAlex ID:
A5029749848
Slice theorem and orbit type stratification in infinite dimensions
2019
·
Tobias Diez
, Gerd Rudolph
·
Differential Geometry and its Applications
·
11
Yang–Mills moduli spaces over an orientable closed surface via Fréchet reduction
2018
·
T. Diez
, J. Huebschmann
·
Journal of Geometry and Physics
·
9
PDF
Group-valued momentum maps for actions of automorphism groups
2020
·
Diez, Tobias
, Ratiu, Tudor S.
·
arXiv (Cornell University)
·
4
PDF
Normal Form of Equivariant Maps and Singular Symplectic Reduction in Infinite Dimensions with Applications to Gauge Field Theory
2019
·
Diez, Tobias
·
Qucosa (Saxon State and University Library Dresden)
·
4
PDF
Slice theorem for Fréchet group actions and covariant symplectic field theory
2014
·
Diez, Tobias
·
arXiv (Cornell University)
·
4
PDF
Light and Temperature Stability of Fully Transparent ZnO-Based Inverter Circuits
2011
·
A. Lajn
, T. Diez
, et al.
·
IEEE Electron Device Letters
·
3
Central Extensions of Lie Groups Preserving a Differential Form
2020
·
Tobias Diez
, Bas Janssens
, et al.
·
International Mathematics Research Notices
·
2
PDF
Analyzing the Importance of JabRef Features from the User Perspective
2019
·
Martin K. Simon
, Linus W. Dietz
, et al.
·
Central-European Workshop on Services and their Composition
·
2
Symplectic Reduction in Infinite Dimensions
2024
·
Diez, Tobias
, Rudolph, Gerd
·
arXiv (Cornell University)
·
1
PDF
Induced differential characters on nonlinear Graßmannians
2024
·
Tobias Diez
, Bas Janssens
, et al.
·
Annales de l’institut Fourier
Cartan Geometry and Infinite-Dimensional Kempf-Ness Theory
2024
·
Diez, Tobias
, Futaki, Akito
, et al.
·
arXiv (Cornell University)
PDF
Norm-squared of the momentum map in infinite dimensions with applications to Kähler geometry and symplectic connections
2024
·
Diez, Tobias
, Ratiu, Tudor S.
·
arXiv (Cornell University)
PDF
Expectation values of polynomials and moments on general compact Lie groups
2022
·
Diez, Tobias
, Miaskiwskyi, Lukas
·
arXiv (Cornell University)
PDF
Realizing the Teichmüller space as a symplectic quotient (Symmetry and Singularity of Geometric Structures and Differential Equations)
2019
·
Tobias Diez
, Tudor S. Raţiu
·
Institutional Repositories DataBase (IRDB)
PDF
Realizing the Teichmüller space as a symplectic quotient
2019
·
Diez, Tobias
, Ratiu, Tudor S.
·
arXiv (Cornell University)
PDF
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Works count:
65
Citation count:
46
H-index:
4
I10-index:
1
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