期刊
INVENTIONES MATHEMATICAE
卷 200, 期 3, 页码 761-847出版社
SPRINGER HEIDELBERG
DOI: 10.1007/s00222-014-0539-7
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资金
- DGES [2011-29306-C02-00]
- Basque Government [IT641-13]
- Hausdorff Center for Mathematics of the University of Bonn
- Collaborative Research Center The Mathematics of Emergent Effects (University of Bonn) [DFG SFB 1060]
The homogeneous bosonic Nordheim equation is a kinetic equation describing the dynamics of the distribution of particles in the space of moments for a homogeneous, weakly interacting, quantum gas of bosons. We show the existence of classical solutions of the homogeneous bosonic Nordheim equation that blow up in finite time. We also prove finite time condensation for a class of weak solutions of the kinetic equation.
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