Prefix title Titel (vorangestellt)
Dr.rer.nat.
 
Full name Familienname, Vorname
Prosanov, Roman
 
Postfix title Titel (nachgestellt)
MSc
 
 

Results 1-16 of 16 (Search time: 0.004 seconds).

PreviewAuthors / EditorsTitleTypeIssue Date
1Prosanov, Roman Upper bounds for the chromatic numbers of Euclidean spaces with forbidden Ramsey setsPräsentation Presentation2021
2Prosanov, Roman The Kupferberg conjecture for translates of convex bodiesArtikel Article2019
3Prosanov, Roman Rigidity of Fuchsian hyperbolic polyhedra by variational methodsPräsentation Presentation2021
4Prosanov, Roman Rigidity of compact Fuchsian manifolds with convex boundary"Präsentation Presentation2021
5Prosanov, Roman Rigidity of compact Fuchsian manifolds with convex boundary"Präsentation Presentation2021
6Prosanov, Roman Rigidity of compact Fuchsian manifolds with convex boundaryPräsentation Presentation2021
7Prosanov, Roman Rigidity of compact Fuchsian manifolds with convex boundaryPräsentation Presentation2021
8Prosanov, Roman Rigidity of compact Fuchsian manifolds with convex boundaryPräsentation Presentation2020
9Prosanov, Roman Rigidity of Compact Fuchsian Manifolds with Convex BoundaryArtikel Article2021
10Prosanov Roman - 2019 - On a Relation Between Packing and Covering Densities of...pdf.jpgProsanov, Roman On a Relation Between Packing and Covering Densities of Convex BodiesArticle Artikel Jun-2021
11Prosanov, Roman On a Relation Between Packing and Covering Densities of Convex BodiesArtikel Article2021
12Prosanov Roman - 2019 - Ideal polyhedral surfaces in Fuchsian manifolds.pdf.jpgProsanov, Roman Ideal polyhedral surfaces in Fuchsian manifoldsArticle Artikel Jun-2020
13Prosanov, Roman Discrete uniformization and ideal conemanifoldsPräsentation Presentation2020
14Prosanov Roman - 2020 - Discrete curvature and rigidity of Fuchsian manifolds.pdf.jpgProsanov, Roman Discrete curvature and rigidity of Fuchsian manifoldsThesis Hochschulschrift 2020
15Prosanov, Roman Discrete conformality of convex spherical cone-metricsPräsentation Presentation2021
16Prosanov, Roman A new proof of the Larman-Rogers upper bound for the chromatic number of the Euclidean spaceArtikel Article2020