Research Group
Jürgen Jost

Contact: Email
Phone:
+49 (0) 341 - 9959 - 550

Address:
Inselstr. 22
04103 Leipzig

Administrative Assistant:
Antje Vandenberg
Email, Phone/Fax:
+49 (0) 341 - 9959
- 552
- 658

Publication showcase

Publication icon for Jost, J. ; Mulas, R. and Zhang, D.: p-Laplace operators for oriented hypergraphs
Jost, J. ; Mulas, R. and Zhang, D.:
\(p\)-Laplace operators for oriented hypergraphs.
Vietnam journal of mathematics, Vol. not yet known, pp. not yet known
[DOI] [ARXIV]
Publication icon for Leal, W. ; Restrepo, G. ; Stadler, P. F. and Jost, J.: Forman-Ricci curvature for hypergraphs
Leal, W. ; Restrepo, G. ; Stadler, P. F. and Jost, J. : Forman-Ricci curvature for hypergraphs .
Advances in complex systems, 24 (2021) 1 , 2150003
[DOI] [ARXIV]
Publication icon for Saucan, E.; Samal, A.and Jost, J.: A simple differential geometry for complex networks
Saucan, E. ; Samal, A. and Jost, J. :
A simple differential geometry for complex networks .
Network science, 9 (2021) S1, p. S106-S133
[DOI] [ARXIV]
Publication icon for Jost, J.: Information theory and consciousness
Jost, J.:
Information theory and consciousness.
Frontiers in applied mathematics and statistics, 7 (2021), 641239
[DOI] Publishing Date: 10/08/2021
Publication icon for Jost, J. and Zhu, J. : Short-time existence of the α-Dirac-harmonic map flow and applications
Jost, J. and J. Zhu:
Short-time existence of the \(\alpha\)-Dirac-harmonic map flow and applications.
Communications in partial differential equations, 46 (2021) 3, p. 442-469
MIS-Preprint: 105/2019 [DOI] [ARXIV] Publishing Date: 10/12/2020
Publication icon for Farzam, A. ; Samal, A. and Jost, J. : Degree difference : a simple measure to characterize structural heterogeneity in complex networks
Farzam, A. ; Samal, A. and Jost, J. :
Degree difference : a simple measure to characterize structural heterogeneity in complex networks.
Scientific Reports, 10 (2020), 21348
[DOI] [ARXIV]
Publication icon for Ciaglia, F. M. ; Jost, J. and Schwachhöfer, L. J.: Differential geometric aspects of parametric estimation theory for states on finite-dimensional C⋆-algebras
Ciaglia, F. M. ; Jost, J. and Schwachhöfer, L. J.:
Differential geometric aspects of parametric estimation theory for states on finite-dimensional \(C^{\star}\)-algebras.
Entropy, 22 (2020) 11, 1332
MIS-Preprint: 100/2020 [DOI] [ARXIV] [FREELINK]
Publication icon for Jost, J. : Biological information
Jost, J. :
Biological information.
Theory in biosciences, 139 (2020) 4, p. 361-370
MIS-Preprint: 101/2020 [DOI]
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