Full name Familienname, Vorname
Loridant, Benoit
 
Main Affiliation Organisations­zuordnung
 

Results 1-16 of 16 (Search time: 0.001 seconds).

PreviewAuthor(s)TitleTypeIssue Date
1Loridant, Benoît Topology of fractal tilesThesis Hochschulschrift2015
2Loridant, Benoit ; Messaoudi, A. ; Surer, Paul ; Thuswaldner, J.M. Tilings induced by a class of cubic Rauzy fractalsArtikel Article 22-Dec-2013
3Loridant, Benoit Topology of tiles associated with numeration systemPräsentation Presentation2013
4Loridant, Benoit Fundamental groups of Rauzy fractalsPräsentation Presentation2013
5Loridant, Benoit Topology of a class of cubic Rauzy fractalsPräsentation Presentation2012
6Loridant, Benoit Digital systems and fractals: Analytic, topological and algorithmic aspectsPräsentation Presentation2012
7Loridant, Benoit Boundary parametrization of Rauzy fractalsPräsentation Presentation2012
8Loridant, Benoît Crystallographic number systemsArtikel Article2012
9Akiyama, Shigeki ; Loridant, Benoît Boundary parametrization of planar self-affine tiles with collinear digit setArtikel Article 7-Sep-2010
10Loridant, Benoit Parametrisierung von fraktalen RändernPräsentation Presentation2010
11Loridant, Benoit Topology of fractal tiles: boundary parametrisationPräsentation Presentation2010
12Loridant, Benoit Boundary parametrization of a class of self affine tilesPräsentation Presentation2010
13Loridant, Benoit Parametrization precedure on two examples of fractal tilesPräsentation Presentation2010
14BERNAT, JULIEN ; LORIDANT, BENOÎT ; THUSWALDNER, JÖRG Interior components of a tile associated to a quadratic canonical number system-Part II.Artikel Article2010
15Loridant, Benoit Ziffernsysteme und fraktale Zerlegungen der EbenePräsentation Presentation2006
16Loridant, Benoit Analysis of kinetic transport equations and application to MOSFETsThesis Hochschulschrift2005

Results 1-1 of 1 (Search time: 0.001 seconds).

PreviewAuthor(s)TitleTypeIssue Date
1Grosskopf Paul - 2020 - Intersecting the twin dragon with rational lines.pdf.jpgGroßkopf, Paul Intersecting the twin dragon with rational linesThesis Hochschulschrift 2020