Staff profile

Qualifications

• MA(Cambridge), MSc, DPhil(Oxford).

Teaching areas

• Calculus for economics.

• Complex analysis.

• Linear algebra.

Professional involvement

• VCAA Postcompulsory Curriculum and Assessment Committee.

• National Curriculum Board Mathematics Advisory Group.

• Chair VTAC Scaling Committee.

Research interests

• Operator algebras, particularly real C*-algebras.

Recent publications and presentations

• Stacey, P.J., Inductive limit toral automorphisms of irrational rotation algebras, Canad. Math. Bull. 44 (2001), 335-336.

• Stacey, P.J., Inductive limit decompositions of real structures in irrational rotation algebras, Indiana Univ. Math. Journal 51 (2002), 1511-1540.

• Dragan, V., Jones, A.R.  and Stacey, P. J., Repeated radicals and the real Fatou Theorem, Gaz. Aust. Math. Soc. 29 (2002), 259-268.

• Stacey, P.J., Real structure in purely infinite C*-algebras, J. Operator Theory 49 (2003), 77-84.

• Stacey, P.J., An inductive limit model for the K-theory of the generator interchanging antiautomorphism of an irrational rotation algebra, Canad. Math. Bull. 46 (2003), 441-456.

• Stacey, P.J., Injective real factors are hyperfinite, J. Operator Theory 51 (2004), 221-224.

• Stacey, P.J., A classification result for simple real approximate interval algebras,  New York J. Math. 10 (2004), 209-230.

• Boersema, J.L. and Stacey, P.J., Correction to the paper “Real structure in purely infinite C*-algebras”, J. Operator Theory 53 (2005), 441-442.

• Stacey, P.J., Real structure in unital separable simple C*-algebras with tracial rank zero and with a unique tracial state, New York J. Math. 12 (2006), 269-274.

• Stacey, P.J., Scaling VCE Mathematics Studies, Mathematics – Making sense of our world (ed. J. Vincent et al.), MAV, 2007, pp. 276-285.