Classifying $GL(2,\mathbb Z) \ltimes \mathbb Z^{2}$-orbits by subgroups of $\mathbb R$

Daniele Mundici

Type: Preprint

Publication Date: 2014-01-01

Citations: 1

DOI: https://doi.org/10.48550/arxiv.1401.3708

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+	Notes on real and complex C[*]-algebras	1982	K. R. Goodearl
+	Combinatorial Convexity and Algebraic Geometry	1996	Günter Ewald
+	Revisiting the Farey AF Algebra	2011	Daniele Mundici
+ PDF Chat	A brief remark on orbits of <b>SL</b>(2,ℤ) in the Euclidean plane	2009	Antonin Guilloux
+	Orbit distribution on R2 under the natural action of SL(2,Z)	2002	Arnaldo Nogueira
+	Farey stellar subdivisions, ultrasimplicial groups, and K0 of AF C∗-algebras	1988	Daniele Mundici
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+	Approximation to points in the plane by SL (2, ℤ)-orbits	2012	Laurent Michel Arnaldo Nogueira