Abstract
We study, via multiscale analysis, a defect-of-compactness phenomenon which occurs in bosonic and fermionic quantum mean-field problems. The approach relies on a combination of mean-field asymptotics and second microlocalized semiclassical measures. The phase space geometric description is illustrated by various examples.
Citation
Zied Ammari. Sébastien Breteaux. Francis Nier. "Quantum mean-field asymptotics and multiscale analysis." Tunisian J. Math. 1 (2) 221 - 272, 2019. https://doi.org/10.2140/tunis.2019.1.221
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