Author

Fraboulet, Kilian

INSPIRE profile1987448 ORCID0000-0002-4051-8512

3 papers·14 citations in this corpus

	Paper	Category
Nov 1, 2022#72210.16676	Path-integral approaches to strongly-coupled quantum many-body systems Kilian Fraboulet🇫🇷	↳ cond-mat.str-el	—	3
Oct 17, 2022#102210.07748	Addressing energy density functionals in the language of path-integrals II: Comparative study of functional renormalization group techniques applied to the (0+0)-D $O (N)$ -symmetric $φ^{4}$ -theory Kilian Fraboulet🇩🇪 · Jean-Paul Ebran🇫🇷	↳ cond-mat.str-el	EPJA	4
Aug 30, 2022#32208.13044	Addressing energy density functionals in the language of path-integrals I: Comparative study of diagrammatic techniques applied to the (0+0)-D $O (N)$ -symmetric $φ^{4}$ -theory Kilian Fraboulet · Jean-Paul Ebran	nucl-th	EPJA	7

Path-integral approaches to strongly-coupled quantum many-body systems
Kilian Fraboulet🇫🇷
Nov 1, 2022#7↳ cond-mat.str-el3 citations
Addressing energy density functionals in the language of path-integrals II: Comparative study of functional renormalization group techniques applied to the (0+0)-D $O (N)$ -symmetric $φ^{4}$ -theory
Kilian Fraboulet🇩🇪 · Jean-Paul Ebran🇫🇷
Oct 17, 2022#10↳ cond-mat.str-elEPJA4 citations
Addressing energy density functionals in the language of path-integrals I: Comparative study of diagrammatic techniques applied to the (0+0)-D $O (N)$ -symmetric $φ^{4}$ -theory
Kilian Fraboulet · Jean-Paul Ebran
Aug 30, 2022#3nucl-thEPJA7 citations

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Fraboulet, Kilian

Path-integral approaches to strongly-coupled quantum many-body systems

Addressing energy density functionals in the language of path-integrals II: Comparative study of functional renormalization group techniques applied to the (0+0)-D O(N)-symmetric φ4-theory

Addressing energy density functionals in the language of path-integrals I: Comparative study of diagrammatic techniques applied to the (0+0)-D O(N)-symmetric φ4-theory

Addressing energy density functionals in the language of path-integrals II: Comparative study of functional renormalization group techniques applied to the (0+0)-D $O (N)$ -symmetric $φ^{4}$ -theory

Addressing energy density functionals in the language of path-integrals I: Comparative study of diagrammatic techniques applied to the (0+0)-D $O (N)$ -symmetric $φ^{4}$ -theory