Paper Citation Record · LEDGER

Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids

As of 12 August 2026, this Paper Citation Record lists 69 of 69 outbound references and 1 inbound Pith citation observation for arXiv:2510.16710.

A citation records a reference. It does not transfer a finding from one paper to another.

pith.paper-citation-record.v1
2510.16710 v2

Coverage vector

measured 69 of 69 reference resolution

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Pith citing papers itemized under the disclosed page cap.

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Reference resolution

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Outbound references

Observation 234b6059-10d7-4213-84f6-fd11d56a321f · outbound

This paper cites Here, a flow parameterλ∈[0,1]is introduced into the two-body interaction.

Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Here, a flow parameterλ∈[0,1]is introduced into the two-body interaction

Reference 1

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Observation 741caac2-61d8-4eca-bad7-4f759ff8d0e8 · outbound

This paper cites ,rn)= ρ(n) λ (r1,.

Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids ,rn)= ρ(n) λ (r1,

Reference 2

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This paper cites (15) and (16) contain double spatial integrals of the following form: I(r 1)= ∫ dr2 ∫ dr3F1(r1,r 2)F2(r2,r 3)F3(r3,r 1).

Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids (15) and (16) contain double spatial integrals of the following form: I(r 1)= ∫ dr2 ∫ dr3F1(r1,r 2)F2(r2,r 3)F3(r3,r 1)

Reference 3

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

Reference 4

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

Reference 5

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Observation 8da84531-1c35-4ad7-b859-61eb29320f89 · outbound

This paper cites Details of the numerical setup for FRG are presented in Appendix A, while the MD and integral equation calcu- lations are described in Appendix B.

Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Details of the numerical setup for FRG are presented in Appendix A, while the MD and integral equation calcu- lations are described in Appendix B

Reference 6

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Observation 74ac092a-afbb-4cc7-a5b2-593715f8d010 · outbound

This paper cites (22) and (23).

Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids (22) and (23)

Reference 7

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

Reference 8

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This paper cites an unresolved cited work.

Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

Reference 9

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Observation cc29dfd2-1215-4a01-b083-bc867a17a3f0 · outbound

This paper cites We simulate 256 argon atoms in a cubic box with periodic boundary conditions, choosing the box length to reproduce the target density.

Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids We simulate 256 argon atoms in a cubic box with periodic boundary conditions, choosing the box length to reproduce the target density

Reference 10

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This paper cites In the integral equation method, an approxi- mate relation, called a closure, is introduced to solve the Ornstein–Zernike equation.

Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids In the integral equation method, an approxi- mate relation, called a closure, is introduced to solve the Ornstein–Zernike equation

Reference 11

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

Reference 12

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

Reference 13

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This paper cites In the numerical calculations, we used a grid of 6851 points forrover the range 0≤r≤50σ.

Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids In the numerical calculations, we used a grid of 6851 points forrover the range 0≤r≤50σ

Reference 14

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Observation 3a7406b2-69f7-4630-a726-5d93c3a504ee · outbound

This paper cites Hansen and I.

Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Hansen and I

Reference 15

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Observation e4b16cf4-0449-475f-9893-57c03201d831 · outbound

This paper cites Nishihara and M.

Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Nishihara and M

Reference 16

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Observation 0e6318d4-9e80-45ef-99e0-e1c7c06ef09b · outbound

This paper cites Ornstein and F.

Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Ornstein and F

Reference 17

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

Reference 18

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Observation 9c531e70-c568-4a25-8c63-99deb06f481d · outbound

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Morita and K

Reference 19

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

Reference 20

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Observation c1c05a2e-80f7-4915-8e34-de5b9a00a594 · outbound

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Rosenfeld and N

Reference 21

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

Reference 22

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Observation 43129d2a-d149-4ad4-b6fd-bbe959a2719b · outbound

This paper cites Ebner, W.

Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Ebner, W

Reference 23

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

Reference 24

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

Reference 25

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Observation be782b4d-fd9b-4a29-a960-28fedf7c66fe · outbound

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Evans, The nature of the liquid-vapour interface and other topics in the statistical mechanics of non-uniform, classical fluids, Advances in Physics28, 143 (1979)

Reference 26

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This paper cites Rosenfeld, Free-energy model for the inhomogeneous 11 hard-sphere fluid mixture and density-functional theory of freezing, Phys.

Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Rosenfeld, Free-energy model for the inhomogeneous 11 hard-sphere fluid mixture and density-functional theory of freezing, Phys

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Observation 6a7e6164-471b-4ce0-b95b-7956412d0524 · outbound

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Rosenfeld, D

Reference 28

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This paper cites closure” relation between generating functionals for “direct.

Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids closure” relation between generating functionals for “direct

Reference 29

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Rosenfeld, Free-energy model for the inhomogeneous hard-sphere fluid in d dimensions: Structure factors for the hard-disk (d=2) mixtures in simple explicit form, Phys

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Tang and J

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Parola and L

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Parola, D

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Parola and L

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Caillol, Non-perturbative renormalization group for simple fluids, Molecular Physics104, 1931 (2006)

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Parola, D

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Parola, D

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Parola and L

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Lue, Application of the functional renormalization group method to classical free energy models, AIChE Journal61, 2985

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Density Renormalization Group for Classical Liquids

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Yokota, J

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Wetterich, Exact evolution equation for the effective potential, Phys

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Polonyi and K

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Towards Density Functional Calculations from Nuclear Forces

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Kemler and J

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Kemler, M

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Liang, Y

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Yokota, K

Reference 56

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Yokota, K

Reference 57

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Yokota and T

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Yokota, H

Reference 59

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Yokota and T

Reference 60

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Yokota and T

Reference 61

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

Reference 62

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

Reference 63

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Dupuis, L

Reference 64

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Unresolved cited work

Reference 65

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Kovalenko and F

Reference 66

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This paper cites Abe, On the kirkwood superposition approximation, Progress of Theoretical Physics21, 421 (1959).

Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Abe, On the kirkwood superposition approximation, Progress of Theoretical Physics21, 421 (1959)

Reference 67

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Galassi, J

Reference 68

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Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids Shiga, PIMD version 2.7.0 (2025)

Reference 69

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Pith citing papers

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Functional renormalization with interaction flows: A single-boson exchange perspective and application to electron-phonon systems cites this paper.

Functional renormalization with interaction flows: A single-boson exchange perspective and application to electron-phonon systems Functional renormalization group for classical liquids without recourse to hard-core reference systems: A study of three-dimensional Lennard-Jones liquids

Reference 57

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