Charles Edward Miller Pearce

MathSciNet


Ph.D. Australian National University 1965 Australia
Dissertation: Moving average processes in queueing theory
Mathematics Subject Classification: 60—Probability theory and stochastic processes

Advisor: Patrick Alfred Pierce Moran
Advisor 2: Peter Derrick Finch
Advisor 3: James Towers Campbell

Students:
Click here to see the students listed in chronological order.

NameSchoolYearDescendants
Allison, AndrewUniversity of Adelaide20095
Bednarz, JohnUniversity of Adelaide1982
Belen, SelmaUniversity of Adelaide2008
Bowden, FredUniversity of Adelaide2001
Burrow, JohnUniversity of Adelaide1975
Cohen, SamuelUniversity of Adelaide20115
Crisp, DavidUniversity of Adelaide1994
Dickinson, RowlandUniversity of Adelaide2007
Eberhard, AndrewUniversity of Adelaide19851
Falzon, LuciaUniversity of Adelaide1998
Gluščević, VidoUniversity of Adelaide2004
Henderson, WilliamUniversity of Sheffield197136
Ivancevic, TijanaUniversity of Adelaide2008
Kennington, RaymondUniversity of Adelaide2006
Matthews, DavidUniversity of Adelaide20041
McDonnell, MarkUniversity of Adelaide20068
O'Reilly, MalgorzataUniversity of Adelaide2002
Phillips, MarkFlinders University2001
Potter, RondaUniversity of Adelaide1981
Roughan, MatthewUniversity of Adelaide19942
Sunde, JadrankaUniversity of Adelaide19982
Sutton, DavidUniversity of Adelaide1981
Taylor, PeterUniversity of Adelaide198728
Vaughan, RodneyUniversity of Adelaide19712
Watson, CharlesUniversity of Sydney1985
Whyte, JasonUniversity of Adelaide and University of Melbourne2016
Wilkins, ChristopherUniversity of Adelaide1977
Wilson, DavidUniversity of Adelaide1972
Wilson, KymUniversity of Adelaide1977

According to our current on-line database, Charles Pearce has 29 students and 83 descendants.
We welcome any additional information.

If you have additional information or corrections regarding this mathematician, please use the update form. To submit students of this mathematician, please use the new data form, noting this mathematician's MGP ID of 70036 for the advisor ID.