Students and Postdocs
- Current Students:
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- Luuk Verhoeven (PhD)
- Jeremy Gamble (PhD)
- Babak Beheshti (PhD)
- Hamed Hessam (PhD)
- Nathan Pagliaroli (MSc)
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- Past Ph.D. Students:
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- Rui Dong
- Thesis tiltle: Ricci Curvature of Noncommutative Three Tori, Entropy, and Second Quantization
- PhD Sept 2019
- For his thesis click link
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- Shahab Azarfar
- Thesis tiltle:Topological Recursion and Random Finite Noncommutative Geometries
- PhD Sept 2018
- For his thesis click here
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- Sajad Sadeghi
- Thesis tiltle: On Logarithmic Sobolev Inequality And A Scalar Curvature Formula For
- Noncommutative Tori.
PhD Sept 2016.
For his thesis click here
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- Mitsuru Wilson
- Thesis tiltle:
Gauss-Bonnet-Chern type theorem for the noncommutative four-sphere
PhD Sept 2016.
- For his thesis click here
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- Ali Fathi
Thesis tiltle: On Spectral Invariants of Dirac Operators on
Noncommutative Tori and Curvature of the Determinant Line Bundle for
the Noncommutative Two Torus .
PhD May 2015.
For his thesis click here.
- Asghar Ghorbanpour
Thesis tiltle: Rationality of the spectral action for
Robertson-Walker metrics
and the geometry of the determinant line bundle for the noncommutative
two torus .
PhD Feb. 2015.
For his thesis click here.
- Ali Moatadelro
Thesis tiltle:Noncommutative complex geometry of quantum
projective spaces.
PhD August 2011.
For his papers click here.
- Farzad Fathizadeh
Thesis tiltle:Twisted spectral triples, Connes' character
formula, and the Gauss-Bonnet theorem for noncommutative two torus.
PhD August 2010.
For his papers click here.
- Arash Pourkia
Thesis tiltle: Hopf Cyclic Cohomology in Braided Monoidal
Categories.
PhD August 2009.
For his papers click here.
- Bahram
Rangipour (Associate Professor
University of New Brunswick)
Thesis tiltle: Invariant Cyclic Homology.
PhD 2003.
For his papers click here.
- Reza
Akbarpour
Thesis tiltle: Hopf Algebra Equivariant Cyclic Theory.
PhD 2001.
For his papers click here.
- Past MSc Students:
- Travis Ens, MSc Student (Sept 2012-2013)
- Postdocs:
- Baris Ugurcan (Faculty
of Science Interdisciplinary Postdoc Sept 2014-2016)
- Farzad Fathizadeh
(Fields Institute Postdoctoral Fellow
at UWO, Sept 2012-14)
- Ali Moatadelro (Sept
2011-Sept 2012)
- Alim
Heshmatov (Sept 2012-2015)
- Atabey Kaygun (July
2005-July 2007)
- Sheldon
Joyner (July
2008-July 2010)
- Arash
Pourkia
(September 2009-2011)
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- FIELDS INSTITUTE UNDERGRADUATE SUMMER RESEARCH
PROGRAM,
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- July 1 to August 29, 2016, Toronto, Canada. My proposal
was one of 4 successful proposals. During these two month I supervised
six briliant international undergraduates chosen and fully supported by the
Fields Institute (Zheng Bian, Xiudi Li, Yuliia Lut, Kyle Macdonald, Dhruv
Patel, Jessica Weitbrecht). I gave 10 lectures on their research topic proposed
by myself: Random Matrix Geometry. This group made real progress.
We are writing a paper on our results.
-
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- FIELDS INSTITUTE UNDERGRADUATE SUMMER RESEARCH
PROGRAM,
- July 2 to August 29, 2014, Toronto, Canada.
During these
two month I supervised four briliant international undergraduates
chosen
by the Fields Institute. I gave seven lectures on their research topic
proposed: Spectral Geometry in Fuzzy Domains.
NSERC USRA Students:
- Ben Conners (NSERC summer student, 2018): Electric networks and
random walks.
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- Nathan Pagliaroli (NSERC summer student, 2017): Random matrix
theory from noncommutative geometry.
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- George Barton, UWO applied math, 2016, wrote his honors undergrad
thesis under my supervision. Thesis title: The Application of Noncommutative
Geometry to Quantum Field Theory.
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- Jeremie Gauthier from university of Montreal (3 month, Summer 2016)
Spectral geometry of planar domains
- Rachel
Youngson (Summer
2014) P-adic
analysis, Dwork's proof of rationality of zeta function of varieties
over finite fields.
- Peter
Yampolsky (Summer
2013) Random
walks on graphs, Brownian motion.
- Travis
Ens (Summer 2011)
Feynman
Integrals, Matrix
Integrals.
- Craig
Sinnamon
(Summer
2010) Fourier Analysis on Finite Groups and Applications to
Quantum Computing.
- Mark
Penney
(Summer 2011)
Spectral Action Principle and Connes' Approach to the
Standard Model of Elementary Particles.