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  • Currently displaying 301 - 318 of 318 publications
A note on Schmidt states and consistency
A Kent
– Physics Letters A
(1995)
196,
313
A note on Schmidt states and consistency
A Kent
– Physics Letters A
(1994)
196,
313
A Quantum Bit Commitment Scheme Provably Unbreakable by both Parties
G Brassard, C Crepeau, R Jozsa, D Langlois
– Proceedings of 1993 IEEE 34th Annual Foundations of Computer Science
(1993)
362
Berry’s phase for anharmonic oscillators
N Datta, G Ghosh
– Physical Review. A. Third Series
(1992)
46,
5358
Projections of Virasoro singular vectors
A Kent
– Physics Letters B
(1992)
278,
443
Singular vectors of the Virasoro algebra
A Kent
– Physics Letters B
(1991)
273,
56
Signature characters forA2 andB2
A Kent, G Watts
– Communications in Mathematical Physics
(1991)
143,
1
Signature characters for the Virasoro algebra
A Kent
– Physics Letters B
(1991)
269,
315
Exact integrability of the two-level system: Berry’s phase and nonadiabatic corrections
N Datta, G Ghosh, MH Engineer
– Physical review. A, General physics
(1989)
40,
526
Highest weight representations of the N = 3 superconformal algebras and their determinant formulae
A Kent, M Mattis, H Riggs
– Nuclear Physics B
(1988)
301,
426
Determinant formulae for the N = 4 superconformal algebras
A Kent, H Riggs
– Physics Letters B
(1987)
198,
491
Conformal invariance, current algebra and modular invariance
A Kent
– Physics Letters B
(1986)
173,
413
Determinant formulae and unitarity for the N = 2 superconformal algebras in two dimensions or exact results on string compactification
W Boucher, D Friedan, A Kent
– Physics Letters B
(1986)
172,
316
Unitary representations of the Virasoro and super-Virasoro algebras
P Goddard, A Kent, D Olive
– Communications in Mathematical Physics
(1986)
103,
105
Some comments on the ADHM construction in 4 k dimensions
E Corrigan, P Goddard, A Kent
– Communications in Mathematical Physics
(1985)
100,
1
Virasoro algebras and coset space models
P Goodard, A Kent, D Olive
– Physics Letters B
(1985)
152,
88
Origins of Symmetry in the Grasshopper Model
A Kent
– Physical Review Research
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