Quantum jump calculations of subrecoil cooling in one and two dimensions
Conference on Quantum Electronics and Laser Science (QELS) - Technical Digest Series 9 (1996) 201
Abstract:
Proposed is an efficient quantum jump method that is suitable for the study of subrecoil cooling. The method is an improvement over using the numerical integration of Schrodinger equation to find delay time in which the excited state decay term is incorporated into the Hamiltonian making it a non-Hermitian matrix. It can also be applied to the calculation of three-dimensional velocity selective coherent population trapping proposed by Mauri and Arimondo in F = 3/2 to F = 3/2 transition.Adiabatic transfer for atomic interferometry.
Phys Rev A 53:1 (1996) 373-380
Observation of the Ξc+ charmed baryon decays to Σ+K−π+, Σ+K∗0, and ΛK−π+π+
Physics Letters B Elsevier 365:1-4 (1996) 431-436
KINETIC MIXING AND THE SUPERSYMMETRIC GAUGE HIERARCHY
Nucl.Phys.B 492 (1996) 104
REALIZING HIGHER LEVEL GAUGE SYMMETRIES IN STRING THEORY: NEW EMBEDDINGS FOR STRING GUTS
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