My research is
mostly concentrated on constructions of and group
actions on Random
Graphs. My PhD was
completed under the
supervision of Professor
Peter Cameron.A copy of Part I of my PhD thesis "Group Actions on Amorphous Sets and Reducts of Coloured Random Graphs" can be found here: pdf | dvi | ps.
Research Interests
- Group Actions on Random Graphs
- Amorphous Sets
BOOK (Work in Progress)
- Multicoloured Random Graphs: Constructions and Group Actions
Publications
Pure Mathematics- P. J. Cameron and Sam Tarzi, Switching
with more than
two colours, Europ. J. Combinatorics, 25, (2004),
169-177.
pdf | dvi | ps - P. J. Cameron and Sam
Tarzi, Limits of cubes, Topology and its Applications, 155,
(2008), 1454-1461.
pdf | dvi | ps - P. J. Cameron and
Sam Tarzi, On the automorphism group of the m-coloured random
graph, submitted to Math. Proc. Camb. Philos. Soc.
pdf | dvi | ps - P. J. Cameron and
Sam Tarzi, Filters, topologies and groups from the random
graph, submitted to J. Algebra
pdf | dvi | ps
- S. Tarzi, Exclusion Principles as
Restricted
Permutation Symmetries,
Foundations of
Physics, 33, 6, (2003), 955-979.
- PM Radmore, S Tarzi, PL Knight, Rates
and recurrences in quasicontinuum photoexcitation, Journal of
Modern Optics 34, 5, (1987) 587-606.
- PM
Radmore, S Tarzi, Photoexcitation of a structured continuum: a
soluble model, Journal of Modern Optics 34, 11, (1987)
1409-20.
- S Tarzi, PM Radmore, Dressed states
and spectra in quasicontinuum excitation, Physical Review A
(General Physics) 37, 12, (1988), 4734-40.
- S
Tarzi, The inverted harmonic oscillator: some statistical
properties, Journal of Physics A-Mathematical & General 21,
14, (1988), 3105-11.
- S Tarzi, PM Radmore, SM
Barnett, Sparse and trapping dressed states in a quasicontinuum
system, Journal of Physics B-Atomic Molecular & Optical
Physics 22, 18, (1989), 2935-40.
- PM Radmore, S
Tarzi, KL Tang, Ionisation spectra induced by phase-varying
fields, Journal of Modern Optics 42, 11, (1995)
2213-2227.
Unpublished Expository Essays
- Permutation Models pdf | dvi | ps
Precis of the theory underlying not-AC models of set theory, in which the Axiom of Choice may be chosen to be false, with a review of the current status of this axiom and a defence of not-AC mathematics. - The
Tension between Mathematics and Physics pdf
| ps
A lateral view on the intersection of these two fields intended as a playing of the devil's advocate.
Contact Information
 Three Worlds, M. C. Escher
|
School of Mathematical Sciences
Queen Mary, University of London
Mile End Road
London
E1 4NS
UK
Phone: +44 207 882 7570
Fax: +44 208 981 9587
Email: s.tarzi@qmul.ac.uk
Links
Peter CameronThe views and opinions expressed in this page are
mine. The contents have not been approved or censored by Queen Mary.
Revised 30 July 2007.
