Professor OMAR FODA
Position:
Professor
Email:
Room:
193
Ext. Number:
49690
Webpage:
Research Groups:
Interests:
- Integrable systems
- Algebraic Combinatorics
- Statistical Mechanics
- Mathematical Physics
- Quantum field theory
- Mathematics of string theory
Recent Publications:
- AGT, N-Burge partitions and W-N minimal models (2015) more
- From topological strings to minimal models (2015) more
- AGT, Burge pairs and minimal models (2014) more
- Slavnov determinants, Yang-Mills structure constants, and discrete KP (2013) more
- Colour-independent partition functions in coloured vertex models (2013) more
Extra Information:
For details of my research interests, please refer to
my web page
my web page
Past Postgraduate Supervision:
Alexander CARADOC | "On vertex models with domain wall boundary conditions" |
Stephen MCATEER | "A diagrammatic approach to factorizing F- matrices in XXZ and XXX spin chains." |
Michael WHEELER | "Free fermions in classical and quantum integrable models." |
Matthew ZUPARIC | "Integrable systems and gauge theories" |
Current MSc Students:
Past MSc Students:
Michael WHEELER | "An Introduction To Riemann-Hilbert Problems And Their Applications" |
Fiona DRUITT | "Hirota’s Direct Method and Sato’s Formalism in Soliton Theory" |
James PLUNKETT | "An introduction to the algebraic Bethe ansatz" |
Matthew ZUPARIC | "The finite gap solution for the N particle periodic Toda lattice" |
Amy SULLIVAN | "Inverse scattering solution of KdV equation" |
Michael COUCH | "Noether's Theorem and Beyond: Symmetries in Mechanical Systems" |
Laura HATTAM | "Finding Solutions to KP" |
Gus SCHRADER | |
Zeying CHEN |
Recent Grant History:
Year(s) | Source | Type | Title |
---|---|---|---|
2014 - 2016 | ARC | Discovery | Integrable Systems in Gauge and String Theories (080082) |
2010 - 2012 | ARC | Discovery | Green functions, correlation functions and differential equations |
2002 - 2004 | ARC | Discovery | Algebraic structures in Mathematical Physics |
2000 - 2002 | ARC | ARC Large Grant | Recursive combinatorial transforms in solvable lattice models |
Responsibilities:
Academic Board member |
BSc Mathematical Physics Major Coordinator |
Committees:
Math. Sciences Library Users Committee |
Recruitment and Publicity Committee |
Strategic Planning Committee |