Charles Starling

Term Assistant Professor, Carleton University

Publications


[20]
C. Starling and I. Tolich The C*-algebra of a cancellative semigroup, preprint, 2020.
[19]
T. Bice and C. Starling Locally Hausdorff Tight Groupoids Generalised, preprint, 2019.
[18]
R. Exel, E. Pardo, and C. Starling C*-algebras of self-similar graphs over arbitrary graphs, preprint, 2018.
[17]
T. Bice and C. Starling Hausdorff Tight Groupoids Generalised, to appear in Semigroup Forum, 2018.
[16]
L. O. Clark, R. Exel, E. Pardo, A. Sims, and C. Starling Simplicity of algebras associated to non-Hausdorff groupoids, Trans. Amer. Math. Soc.,372, No. 5, 3669--3712, 2019.
[15]
T. Bice and C. Starling General Non-Commutative Locally Compact Locally Hausdorff Stone Duality, Adv. Math., 341, 40--91, 2019.
[14]
T. Bice and C. Starling Locally Compact Stone Duality, J. Log. Anal., 10, Paper No. 2, 1--36, 2018.
[13]
D. Gonçalves, M. Sobottka and C. Starling Inverse semigroup shifts over countable alphabets, Semigroup Forum, 96 (2), 203--240, 2018.
[12]
T. Giordano, D. Gonçalves, and C. Starling Bratteli-Vershik models for partial actions of ℤ, Int. J. Math., 22 No.10, 2017
[11]
D. Gonçalves, M. Sobottka and C. Starling Two-sided shift spaces over infinite alphabets, J. Aust. Math. Soc., 103 (3), 357--386, 2017
[10]
R. Exel and C. Starling Amenable actions of inverse semigroups, Ergod. Theor. Dyn. Syst., 37 no.2, 481-489, 2017.
[9]
D. Gonçalves, M. Sobottka and C. Starling Sliding block codes between shift spaces over infinite alphabets, Math. Nachr., 289 (17-18), 2178-2191, 2016.
[8]
C. Starling C*-algebras of Boolean inverse monoids - traces and invariant means, Doc. Math., 21, 809-840, 2016.
[7]
C. Starling Inverse semigroups associated to subshifts, J. Algebra, 463 211-233, 2016.
[6]
R. Exel and C. Starling Self-Similar Graph C*-Algebras and Partial Crossed Products, J. Operat. Theor., 75 (2), 299-317, 2016.
[5]
C. Starling Boundary quotients of C*-algebras of right LCM semigroups, J. Funct. Anal., 268 (11), 3326 - 3356, 2015.
[4]
C. Starling K-theory of crossed products of tiling C*-algebras by rotation groups, Commun. Math. Phys., 344 (1), 301 - 311, 2015.
[3]
D. Gonçalves and C. Starling Division Point Measures from Primitive Substitutions, Expo. Math., 33 (1), 67 - 77, 2015.
[2]
C. Starling Finite symmetry group actions on substitution tiling C*-algebras, Münster J. Math., 7 (2), 381-412, 2015.
[1]
R. Exel, D. Gonçalves, and C. Starling The tiling C*-algebra viewed as a tight inverse semigroup algebra, Semigroup Forum, 84 (2), 229 - 240, 2012.

Theses

PhD
C. Starling Actions of Finite Groups on Substitution Tilings and Their Associated C*-algebras, PhD thesis, University of Ottawa 2012.
MSc
C. Starling Computation of the Ruelle-Sullivan Map for Substitution Tilings, Masters thesis, University of Victoria 2005.