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Gruppiert nach: Dokumententyp |
Veröffentlichungsdatum
Anzahl der Publikationen: 10
2022
Christiansen, Martin Ravn; Hainzl, Christian und Nam, Phan Thanh
(2022):
On the effective quasi-bosonic Hamiltonian of the electron gas: collective excitations and plasmon modes.
In: Letters in Mathematical Physics, Bd. 112, Nr. 6
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Nam, Phan Thanh; Ricaud, Julien und Triay, Arnaud
(2022):
Ground state energy of the low density Bose gas with three-body interactions.
In: Journal of Mathematical Physics, Bd. 63, Nr. 7, 71903
Nam, Phan Thanh; Ricaud, Julien und Triay, Arnaud
(2022):
Dilute Bose gas with three-body interaction: Recent results and open questions.
In: Journal of Mathematical Physics, Bd. 63, Nr. 6, 61103
2021
Benedikter, Niels; Nam, Phan Thanh; Porta, Marcello; Schlein, Benjamin und Seiringer, Robert
(2021):
Bosonization of Fermionic Many-Body Dynamics.
In: Annales Henri Poincare, Bd. 23, Nr. 5: S. 1725-1764
Benedikter, Niels; Nam, Phan Thanh; Porta, Marcello; Schlein, Benjamin und Seiringer, Robert
(2021):
Correlation energy of a weakly interacting Fermi gas.
In: Inventiones Mathematicae, Bd. 225, Nr. 3: S. 885-979
Kogler, Kevin und Nam, Phan Thanh
(2021):
The Lieb-Thirring Inequality for Interacting Systems in Strong-Coupling Limit.
In: Archive for Rational Mechanics and Analysis, Bd. 240, Nr. 3: S. 1169-1202
2019
Nam, Phan Thanh und Napiorkowski, Marcin
(2019):
Norm approximation for many-body quantum dynamics: Focusing case in low dimensions.
In: Advances in Mathematics, Bd. 350: S. 547-587
2018
Gottschling, Nina und Nam, Phan Thanh
(2018):
Convergence of Levy-Lieb to Thomas-Fermi density functional.
In: Calculus of Variations and Partial Differential Equations, Bd. 57, Nr. 6, 146
Frank, Rupert L.; Nam, Phan Thanh und Bosch, Hanne van den
(2018):
The Ionization Conjecture in Thomas-Fermi-Dirac-von Weizsacker Theory.
In: Communications on Pure and Applied Mathematics, Bd. 71, Nr. 3: S. 577-614
Frank, Rupert L.; Nam, Phan Thanh und Bosch, Hanne van den
(2018):
The Maximal Excess Charge in Muller Density-Matrix-Functional Theory.
In: Annales Henri Poincare, Bd. 19, Nr. 9: S. 2839-2867