About: Universal Scaling Functions in Critical Phenomena

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description	wetenschappelijk artikel (nl) наукова стаття, опублікована в липні 1995 (uk) im Juli 1995 veröffentlichter wissenschaftlicher Artikel (de) article publié dans la revue scientifique Physical Review Letters (fr)
publication date	wds:Q58430117-32F22BAA-1F18-4E4A-9D9D-2EA202E26AA6
publication date	1995-07-10 00:00:00Z (xsd:dateTime)
language of work or name	wds:Q58430117-5C3C14D0-CCFE-48B0-AA6E-CCFDB681CE50
language of work or name	English
cites work	wds:Q58430117-00FE61AF-A027-47D9-9E0D-E9BECEE3ADAE wds:Q58430117-17F55F53-7D4D-4F9C-98AD-1535F88DAF7D wds:Q58430117-28379C0D-4A83-48E8-B41C-FE8C4C0A6CEE wds:Q58430117-296933AA-57BE-4C1D-8C48-06887A88CBE7 wds:Q58430117-4EF52ECD-2019-44D5-A6B8-C2CAEC97C89D wds:Q58430117-51868740-0112-4030-86F8-1C349B1320BA wds:Q58430117-76A5F892-EBF7-4770-8425-CA5341EEFF94 wds:Q58430117-81141F16-8FE2-46EA-A39E-8FE696401033 wds:Q58430117-8EDCE285-5961-43CF-A4B0-812AEAA7519F
cites work	Critical percolation in finite geometries Spanning probability in 2D percolation Percolation, clusters, and phase transitions in spin models Histogram Monte Carlo renormalization group method for phase transition models without critical slowing down Histogram Monte Carlo renormalization-group method for percolation problems Monte Carlo technique for universal finite-size-scaling functions: Application to the 3-state Potts model on a square lattice Lattice shapes and scaling functions for bond random percolation on honeycomb lattices Boundary conditions and scaling functions of percolation models Finite-size scaling of the superfluid density of 4He confined between silicon wafers
author name string	wds:Q58430117-360ACB25-077E-4875-9C9E-9EA8F5A22B45 wds:Q58430117-5ABAB822-72CC-466D-9257-85F7DECB3236 wds:Q58430117-DA07E438-71D4-45C8-B639-8B30302C55C8
author name string	Chin-Kun Hu Chai-Yu Lin Jau-Ann Chen
rdfs:label	Universal Scaling Functions in Critical Phenomena (en) Universal Scaling Functions in Critical Phenomena (nl)
skos:prefLabel	Universal Scaling Functions in Critical Phenomena (en) Universal Scaling Functions in Critical Phenomena (nl)
name	Universal Scaling Functions in Critical Phenomena (en) Universal Scaling Functions in Critical Phenomena (nl)
title	wds:Q58430117-1DE721DB-F2A6-4270-B293-63B55FC45ED4
title	Universal Scaling Functions in Critical Phenomena (en)
page(s)	wds:Q58430117-7CAEB099-AA72-4953-B858-D63DA1F0F83E
page(s)	193-196
instance of	wds:Q58430117-E917DF99-729E-4E3D-86A3-58EDC1802CB4
instance of	scholarly article
PubMed ID	wds:Q58430117-706441BC-B887-43A5-AF2B-538D93DC753C
PubMed ID	http://rdf.ncbi.nlm.nih.gov/pubchem/reference/10059632
PubMed ID	10059632
published in	wds:Q58430117-D9E6A906-69AD-463F-8C19-D3F04F5346E1
published in	Physical Review Letters
issue	wds:Q58430117-65248D29-7159-4CAD-B179-C5F4A22559E9
volume	wds:Q58430117-28685B00-7E51-4437-81DF-CB04D1ED13B8
issue	2
volume	75
DOI	wds:Q58430117-B22C54D7-103A-4C4F-A862-E4D3EEF36ACF
DOI	http://dx.doi.org/10.1103/PHYSREVLETT.75.193
DOI	10.1103/PHYSREVLETT.75.193
is about of	https://www.wikidata.org/wiki/Special:EntityData/Q58430117
is cites work of	Probability-changing cluster algorithm for Potts models. Cluster analysis of the Ising model and universal finite-size scaling Finite-size corrections and scaling for the triangular lattice dimer model with periodic boundary conditions. Exact finite-size corrections of the free energy for the square lattice dimer model under different boundary conditions. Universal finite-size scaling functions with exact nonuniversal metric factors. Exact solution of the dimer model on the generalized finite checkerboard lattice. Exact Partition Functions of Interacting Self-Avoiding Walks on Lattices Logarithmic Conformal Field Theory and Boundary Effects in the Dimer Model Percolation on two- and three-dimensional lattices A new analytical method for computing solvent-accessible surface area of macromolecules and its gradients Finite-size scaling in stick percolation Corrected finite-size scaling in percolation. Bayesian inference in the scaling analysis of critical phenomena. Cluster analysis and finite-size scaling for Ising spin systems. Universal relations in the finite-size correction terms of two-dimensional Ising models. Scaling and universality in the spanning probability for percolation Nonuniversal finite-size scaling in anisotropic systems. Exact finite-size corrections for the square-lattice Ising model with Brascamp-Kunz boundary conditions. Finite-size effects for the Ising model on helical tori. Exact Universal Amplitude Ratios for Two-Dimensional Ising Models and a Quantum Spin Chain Effective boundary extrapolation length to account for finite-size effects in the percolation crossing function. Superscaling of Percolation on Rectangular Domains Universal scaling functions and quantities in percolation models Two-dimensional percolation and cluster structure of the random packing of binary disks Percolation thresholds, critical exponents, and scaling functions on planar random lattices and their duals Kinetics of polymer collapse: effect of temperature on cluster growth and aging Universality class of site and bond percolation on multifractal scale-free planar stochastic lattice Geometry, thermodynamics, and finite-size corrections in the critical Potts model. Exact amplitude ratio and finite-size corrections for the MxN square lattice Ising model. Mapping functions and critical behavior of percolation on rectangular domains Universality in critical exponents for toppling waves of the BTW sandpile model on two-dimensional lattices Universal scaling functions for bond percolation on planar-random and square lattices with multiple percolating clusters Universal Scaling Functions for Numbers of Percolating Clusters on Planar Lattices Comment on "Universal scaling functions in critical phenomena" Hu replies Scaling and universality in transition to synchronous chaos with local-global interactions Universality of the crossing probability for the Potts model forq=1,2,3,4 Exact finite-size scaling functions for the interfacial tensions of the Ising model on planar lattices. Amplitude ratios for critical systems in the c=-2 universality class Curvature effect on the surface diffusion of silver adatoms on carbon nanotubes: Deposition experiments and numerical simulations Self-similarity in the classification of finite-size scaling functions for toroidal boundary conditions.
is cites work of	wds:Q47201521-3D69FBE9-79E0-4214-84A5-10730E2BBF57

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