Property | Value |
Working Groups | RG Munk |
Subproject | None |
Open Access | Yes |
Publication Type | Journal Article |
Peer Reviewed | Yes |
DOI | 10.1007/s00245-022-09911-x |
Publication Year | 2022 |
Title | Kantorovich–Rubinstein Distance and Barycenter for Finitely Supported Measures: Foundations and Algorithms |
Journal | Applied Mathematics & Optimization |
ISSN | 0095-4616 |
eISSN | 1432-0606 |
URL | http://dx.doi.org/10.1007/s00245-022-09911-x |
Issue | 1 |
Volume | 87 |
Journal Abbreviation | Appl Math Optim |
Authors | Heinemann F, Klatt M, Munk A |
First Author | Heinemann F |
Last Author | Munk A |
External Resources
gro-2/118290http://resolver.sub.uni-goettingen.de/purl?gro-2/118290
GRO.publications identifier
mbexc.de...ithms/https://mbexc.de/kantorovich-rubinstein-distance-and-barycenter-for-finitely-supported-measures-foundations-and-algorithms/
Website entry (mbexc.de)
0000-0002-9181-9331https://orcid.org/0000-0002-9181-9331
ORCID identifier (Axel Munk)
01y9bpm73https://ror.org/01y9bpm73
ROR identifier (01y9bpm73, University of Göttingen)
03av75f26https://ror.org/03av75f26
ROR identifier (03av75f26, Max Planck Institute for Multidisciplinary Sciences)
05xy1nn52https://ror.org/05xy1nn52
ROR identifier (05xy1nn52, Multiscale Bioimaging)
SCR_003005https://scicrunch.org/resolver/SCR_003005
SciCrunch identifier (SCR_003005, CRAN)