Starting with SL(2,R) group

Type: Article

Publication Date: 2006-07-17

Citations: 2

Locations

  • arXiv (Cornell University) - View

Similar Works

Action Title Year Authors
+ Erlangen Program at Large-0: Starting with the group SL(2,R) 2006 Vladimir V. Kisil
+ PDF Chat Rational Invariants of a Group Action 2013 Évelyne Hubert
+ PDF Chat Invariants of Euclidean reflection groups 1964 Louis Solomon
+ PDF Chat Invariants of Euclidean Reflection Groups 1964 Louis Solomon
+ L^2-invariants and applications to group theory 2012 Wolfgang Lück
+ The heritage of S.Lie and F.Klein: Geometry via transformation groups 2006 Ercüment H. Ortaçgil
+ The heritage of S.Lie and F.Klein: Geometry via transformation groups 2006 Ercüment H. Ortaçgil
+ INVARIANTS OF GROUPS 2009 Alfred North Whitehead
+ Chapter III: Invariants of groups 1898 Alfred North Whitehead
+ PDF Chat The Historical Background of Erlangen Program 2013 Kyeong Hye Han
+ Survey on Other Topics Related to L2-Invariants 2002 Wolfgang Lück
+ Algebraic geometric invariants for a class of one-relator groups 1998 S. Liriano
+ A Method for Constructing Invariants of a Lie Group 2014 Yu. G. Palii
+ The Geometric Invariants of a Group A Survey with Emphasis on the Homotopical Approach 1993 Robert Bieri
+ Remark on the structure of Aronhold's invariants 1969 S. I. Chernyshev
+ Sophus Lie's Transformation Groups: A Series of Elementary Articles 1897 Edgar Odell Lovett
+ PDF Chat Calculating Primitive Invariants Of Finite Groups 1997 Inès Abdeljaouad
+ Invariants of a class of transformation groups 1975 Hans Schwerdtfeger
+ Invariants of a class of transformation groups 1976 Hans Schwerdtfeger
+ Geometrie als Invariantentheorie einer Gruppe 1982 Oswald Giering