2004
DOI: 10.1155/s1026022604401010
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Superfluidity in the stochastic limit

Abstract: In the present paper we discuss the stochastic limit approach\ud to superfluidity.\ud Starting from the usual Hamiltonian describing the interaction \ud between the Bose condensate and the normal phase, we prove\ud existence of superfluidity in the stochastic limit\ud and deduce a non--linear (quadratic) kinetic equation \ud describing the evolution of the density of superfluid liquid

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Cited by 2 publications
(1 citation statement)
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“…Our treatment in this letter is not sufficient to deal with the stability problem of the field. But in another application of the stochastic limit to superfluidity [7], a procedure to deal with this kind of self interaction has been already discussed and a non-linear equation has been derived. We think that we will be able to approach the stability problems of the non-equilibrium field also with a similar procedure.…”
mentioning
confidence: 99%
“…Our treatment in this letter is not sufficient to deal with the stability problem of the field. But in another application of the stochastic limit to superfluidity [7], a procedure to deal with this kind of self interaction has been already discussed and a non-linear equation has been derived. We think that we will be able to approach the stability problems of the non-equilibrium field also with a similar procedure.…”
mentioning
confidence: 99%