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= Juha Javanainen = | = Juha Javanainen = | ||
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He is the type of people {{I}} naturally feel associated with, for stories such as the one where his son detonated a home-made bomb in the backyard, for which Javanainen served community service and was put under probation [https://pubs.aip.org/physicstoday/online/15758/Boy-s-homemade-explosives-get-his-physics]. | He is the type of people {{I}} naturally feel associated with, for stories such as the one where his son detonated a home-made bomb in the backyard, for which Javanainen served community service and was put under probation [https://pubs.aip.org/physicstoday/online/15758/Boy-s-homemade-explosives-get-his-physics]. | ||
He interests us particularly for his work on phase symmetry breaking in condensates: | He interests us particularly for his work on phase symmetry breaking in condensates, where he first predicted [[multiphoton symmetry breaking]]: | ||
* {{javanainen91a}} | * {{javanainen91a}} | ||
* {{javanainen96a}} | * {{javanainen96a}} | ||
* {{javanainen97a}} | * {{javanainen97a}} | ||
He concurs with us that interactions are not necessary for BEC and that this is driven by pure Bosonic effects instead. | |||
See also Ref. {{onlinecite|javanainen05a}}. | See also Ref. {{onlinecite|javanainen05a}}. | ||
Revision as of 16:58, 3 February 2025
Template:The Hamiltonian may then be taken to be trivial: $H = 0$.
Juha Javanainen
Juha Javanainen is a theoretical physicist working on atomic BEC (with works relevant to quantum optics).
He is the type of people I naturally feel associated with, for stories such as the one where his son detonated a home-made bomb in the backyard, for which Javanainen served community service and was put under probation [1].
He interests us particularly for his work on phase symmetry breaking in condensates, where he first predicted multiphoton symmetry breaking:
- Spontaneous symmetry breaking derived from a stochastic interpretation of quantum mechanics. J. Javanainen in Phys. Lett. A 161:207 (1991).
- Quantum Phase of a Bose-Einstein Condensate with an Arbitrary Number of Atoms. J. Javanainen and S. M. Yoo in Phys. Rev. Lett. 76:161 (1996).
- Phase and Phase Diffusion of a Split Bose-Einstein Condensate. J. Javanainen and M. Wilkens in Phys. Rev. Lett. 78:4675 (1997).
He concurs with us that interactions are not necessary for BEC and that this is driven by pure Bosonic effects instead.
See also Ref. [1].
Links
- Homepage (with a low-res photo in front of APS journals.
) - Google Scholar.
