# Bosons

Nature of spinor Bose-Einstein condensates in rubidium

[1]

N. N. Klausen, J. L. Bohn, and C. H. Greene, Physical Review A

**64**, (2001).Quenching to unitarity: Quantum dynamics in a three-dimensional Bose gas

[1]

A. . Sykes, J. P. Corson, J. P. Dâ€™Incao, A. P. Koller, C. H. Greene, A. M. . Rey, K. R. A. Hazzard, and J. L. Bohn, Physical Review A

**89**, (2014).Bound-state signatures in quenched Bose-Einstein condensates

[1]

J. P. Corson and J. L. Bohn, Physical Review A

**91**, (2015).Harmonically trapped four-boson system

[1]

D. . Blume, M. W. C. Sze, and J. L. Bohn, Physical Review A

**97**, (2018).Hyperspherical lowest-order constrained-variational approximation to resonant Bose-Einstein condensates

[1]

M. W. C. Sze, A. . Sykes, D. . Blume, and J. L. Bohn, Physical Review A

**978**, (2018).Hartree-Fock Theory for Double Condensates

[1]

B. D. Esry, C. H. Greene, J. P. Burke Jr., and J. L. Bohn, Physical Review Letters

**78**, (1997).Effective potentials for dilute Bose-Einstein condensates

[1]

J. L. Bohn, B. D. Esry, and C. H. Greene, Physical Review A

**58**, (1998).Prospects for Mixed-Isotope Bose-Einstein Condensates in Rubidium

[1]

J. P. Burke Jr., J. L. Bohn, B. D. Esry, and C. H. Greene, Physical Review Letters

**80**, (1998).Two-step production of resonant Bose-Einstein condensates

[1]

M. W. C. Sze and J. L. Bohn, Physical Review A

**99**, (2019).Quench-produced solitons in a box-trapped Bose-Einstein condensate

[1]

E. . Halperin and J. L. Bohn, Phys. Rev. Research

**2**, (2020).