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Flavio Cordeiro
MSc in Mathematics
- 3rd year DPhil student under the supervision of Prof. Nick Woodhouse
eMail:
cordeiro [-at-] maths [dot] ox [dot] ac [dot] uk Contact Form
Phone Number(s):
Reception/Secretary: +44 1865 273525
Departmental Address:
Mathematical Institute
24-29 St Giles'
Oxford
OX1 3LB
England
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Research Interests:
Twistor theory and its applications to integrable systems, Poisson geometry, algebraic models of quantum many-body systems
Prizes, Awards and Scholarships:
Phd scholarship from FCT (the portuguese Foundation for Science and Technology)
Major/Recent Publications:
- The two-level pairing model in the Schwinger representation
M Yamamura, C Providência, J da Providência, F Cordeiro, Y Tsue
J Phys A - Math Gen, 39 (2006), 11193-11204
- Schwinger representation approach to the Lipkin model
M Yamamura, C Providência, J da Providência, S Nishiyama, F Cordeiro, Y Tsue
J Phys A - Math Gen, 39 (2006), 12457-12468
- The Buck-Sukumar model described in terms of
coherent states
F Cordeiro, C Providência, J da Providência, S Nishiyama
J Phys A - Math Theor, 40 (2007), 12153-12160
- The two-photon Jaynes-Cummings model: A coherent state approach
F Cordeiro, C Providência, J da Providência, S Nishiyama
Adv Studies Theor Phys, 2 (2008), 181-198
- Extended Supersymmetric
-Model Based on the Lie Algebra of the Fermion Operators
S Nishiyama, J da Providência, C Providência, F Cordeiro
Nucl Phys B, 802 (2008), 121-145
- The Bonn nuclear quark model revisited
J da Providência, C Providência, F Cordeiro, Yamamura M, Tsue Y, Nishiyama S
Annals of Physics, 324 (2009), 1666-1675
- Self-Consistent-Field Method and
-functional Method on Group Manifold in Soliton Theory: a Review and New Results
S Nishiyama, J da Providência, C Providência, F Cordeiro, T Komatsu
SIGMA, 5 (2009), 009-084
- Reduction and construction of Poisson quasi-Nijenhuis manifolds with background
F Cordeiro, Joana M Nunes da Costa
Int J Geom Methods Mod Phys, 7 (2010), 539–564
- Anomaly-free supersymmetric SO(2N+2)/U(N+1)
-model based on the SO(2N + 1) Lie algebra of the fermion
operators
S Nishiyama, J da Providência, C Providência, F Cordeiro
JHEP02(2011)093
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