Selected Publications

[1] A. J. Dean, A continuous field of projectionless C*-algebras, Canadian Journal of Math. 53 (2001), 51-72.

[2] A. J. Dean, An invariant for actions of R on UHF C*-algebras, C.R. Math. Rep. Acad. Sci. Canada. (3) 23 (2001), 91–96.

[3] A. J. Dean, Classification of AF Flows, Canadian Math. Bull. (2) 46 (2003), 164–177.

[4] A. J. Dean, A classification theorem for certain actions of SL(2,R) on C*-algebras, C.R. Math. Rep. Acad. Sci. Canada. (1) 27 (2005)

[5] A. J. Dean, On inductive limit type actions of the Euclidean motion group on stable UHF algebras, Canadian Math. Bull. (2) 49 (2006), 213-225.

[6] A. J. Dean, Inductive limits of inner actions on approximate interval algebras generated by elements with finite spectrum, J. Ramanujan Math. Society, 24 (4) (2009).

[7] A. J. Dean, Classification of certain inductive limit type actions of R on C*-algebras, J. Operator Theory, 61 (2)(2009), 439-457.

[8] A. J. Dean and Toan Ho, Classification of certain inductive limit type actions on approximate interval algebras, J. Ramanujan Math. Society, 25 (3) (2010), 323-339.

[9] A. J. Dean, Classification of inductive limits of outer actions of R on approximate circle algebras, Canadian Math. Bulletin. 55 (1) (2012), 73-80.

[10] A. J. Dean, Classification of inductive limits of actions of Z_2 on real AF C*-algebras, J. Ramanujan Math. Society, 30 (2) (2015), 161-178.

[11] A. J. Dean, Classification of actions of compact groups on real approximately finite dimensional C*-algebras, Houston J. Math, 42 (4) (2016), 1227-1243.

[12] A. J. Dean, D. Kucerovsky, and A. Sarraf, On the classification of certain inductive limits of real circle algebras, New York J. Math. 22 (2016), 1393-1438.

[13] A. J. Dean, Classification of locally representable actions of finite dimensional quantum groups on AF C*-algebras,  J. Ramanujan Math. Society, 31 (4) (2016) 399-418.