## Group actions on labeled graphs and their C*-algebras

*Bates, Teresa*;

*Pask, David*;

*Willis, Paulette*;

- Publisher: University of Illinois at Urbana-Champaign, Department of Mathematics
- Journal: issn: 0019-2082
- Subject: 37B10 | Mathematics - Operator Algebras | 46L05 | 46L05 (Primary), 37B10 (Secondary) | Mathematics - Functional Analysisacm: ComputingMethodologies_PATTERNRECOGNITION | MathematicsofComputing_DISCRETEMATHEMATICS

- References (21)
[1] T. Bates, T. Carlsen & D. Pask. C -algebras of labelled graphs III { K-Theory. arXiv: 1203.3072.v1 [math.OA]

[2] T. Bates & D. Pask, C -algebras of labeled graphs, J. Operator Theory, 57 (2007), 207{226.

[3] T. Bates & D. Pask C -algebras of labeled graphs II { Simplicity Results, Math. Scand., 104 (2009), 249{274.

[4] T. Bates, D. Pask, I. Raeburn & W. Szymanski. The C -algebras of row- nite graphs, New York J. Math., 6 (2000), 307{324.

[5] T. Crisp. Corners of Graph Algebras, J. Operator Theory, 60 (2008), 253{271.

[6] K. Deicke, D. Pask, & I. Raeburn, Coverings of directed graphs and crossed products of C -algebras by coactions of homogenous spaces, Internat. J. Math., 14 (2003), 773{789.

[7] S. Echterho , S. Kaliszewski, J. Quigg & I. Raeburn, A categorical approach to imprimitivity theorems for C -algebras, Mem. Amer. Math. Soc. 180 (2006), no. 850.

[8] J. Gross & T. Tucker, Topological graph theory, Series in Discrete Mathematics and Optimization, Wiley International, 1987.

[9] J. Jeong & S. Kim. On simple labelled graph C -algebras, J. Math. Anal. Appl. 386 (2012), 631{640.

[10] J. Jeong, S. Kim & G. Park The structure of gauge invariant ideals of labelled graph C -algebras, J. Funct. Anal., 262 (2012), 1759{1780.

- Metrics No metrics available

- Download from

- Funded by

- Cite this publication