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Kuldip Singh

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Full Name
Kuldip Singh
Variants
Singh, K.
 
Main Affiliation
 
Faculty
 
Email
phyksi@nus.edu.sg
 
Other emails
 

Publications

Results 1-20 of 22 (Search time: 0.009 seconds).

Issue DateTitleAuthor(s)
123-May-2005A note on the geometric phase in adiabatic approximationTong, D.M. ; Singh, K. ; Kwek, L.C. ; Fan, X.J.; Oh, C.H. 
25-Feb-2001A novel coproduct of suq (2) and its relation to XXZ spin chain modelKwek, L.C. ; Oh, C.H. ; Singh, K. 
321-Feb-1992Conformal properties of primary fields in a q-deformed theoryOh, C.H. ; Singh, K. 
41994Constraints and period relations in bosonic strings at genus gOh, C.H. ; Singh, K. 
531-Oct-2012Constraints and spectra of a deformed quantum mechanicsChing, C.-L.; Parwani, R.R. ; Singh, K. 
68-Apr-2011Correlation-induced non-Abelian quantum holonomiesJohansson, M.; Ericsson, M.; Singh, K. ; Sjöqvist, E. ; Williamson, M.S. 
76-Mar-2000Diagonalization of diffusion matrix in Grover's algorithmKwek, L.C. ; Oh, C.H. ; Singh, K. ; Wang, X.-B. 
81994Generalized q-oscillators and their Hopf structuresOh, C.H. ; Singh, K. 
9Mar-2003Geometric phases for nondegenerate and degenerate mixed statesSingh, K. ; Tong, D.M. ; Basu, K.; Chen, J.L. ; Du, J.F. 
10Oct-2012Non-adiabatic holonomic quantum computationSjöqvist, E. ; Tong, D.M.; Mauritz Andersson, L.; Hessmo, B. ; Johansson, M.; Singh, K. 
112-Oct-1997q-Deformation of the Krichever-Novikov AlgebraOh, C.H. ; Singh, K. 
129-Sep-2005Quantitative conditions do not guarantee the validity of the adiabatic approximationTong, D.M. ; Singh, K. ; Kwek, L.C. ; Oh, C.H. 
131996Real Forms of the Oscillator Quantum Algebra and its RepresentationsOh, C.H. ; Singh, K. 
1421-Dec-2012Robustness of nonadiabatic holonomic gatesJohansson, M.; Sjöqvist, E. ; Andersson, L.M.; Ericsson, M.; Hessmo, B. ; Singh, K. ; Tong, D.M.
151989Some comments on torsion in the Kaluza-Klein schemeOh, C.H. ; Singh, K. 
161988Some global properties and invariance of bundle metrics in the Kaluza-Klein schemeOh, C.H. ; Singh, K. ; Lai, C.H. 
177-Feb-1994Some symmetric solutions of the three-simplex equationGe, M.L.; Oh, C.H. ; Singh, K. 
189-Apr-2007Sufficiency criterion for the validity of the adiabatic approximationTong, D.M. ; Singh, K. ; Kwek, L.C. ; Oh, C.H. 
191996Symmetric multiplets in quantum algebrasKwek, L.C. ; Oh, C.H. ; Singh, K. 
2019-Apr-2013Three-qubit topological phase on entangled photon pairsJohansson, M.; Khoury, A.Z.; Singh, K. ; Sjöqvist, E.