About: Statistical mechanics of kinks in 1+1 dimensions: Numerical simulations and double-Gaussian approximation

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About: Statistical mechanics of kinks in 1+1 dimensions: Numerical simulations and double-Gaussian approximation Goto Sponge NotDistinct Permalink

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scientific article published on 01 December 1993

Attributes	Values
rdf:type	Item
description	wetenschappelijk artikel (nl) наукова стаття, опублікована в грудні 1993 (uk) article scientifique publié en 1993 (fr) im Dezember 1993 veröffentlichter wissenschaftlicher Artikel (de) artículu científicu espublizáu n'avientu de 1993 (ast) scientific article published on 01 December 1993 (en)
publication date	wds:Q78059240-833C61C4-49F9-487B-95B0-84FFF14B1A1D
publication date	1993-12-01 00:00:00Z (xsd:dateTime)
cites work	wds:Q78059240-86D54405-7498-4871-9925-628E25220BC3 wds:Q78059240-9B5F5F9C-71F0-4FE9-90CE-2B627CF8DFA9 wds:Q78059240-9DE4D677-9B1E-4022-A05A-75409DE9FA62 wds:Q78059240-A20AE6E2-B1D9-4C06-BD65-5B551477A1B6 wds:Q78059240-A47A6CC4-BFFC-48CB-810A-80765FF094F4 wds:Q78059240-B565F052-0482-47D6-BEC8-3F22D8D5AAA0 wds:Q78059240-EBDF0BD8-AB42-44DF-854A-3F26B120595D
cites work	On anomalous electroweak baryon-number non-conservation in the early universe Solitary excitations in one-dimensional magnets Study of kink-antikink pair production at finite temperature by means of the Langevin equation. Pair production in a phi4 string Statistical mechanics of kinks in 1+1 dimensions Thermal nucleation of kink-antikink pairs Bochkarev and de Forcrand reply
author name string	wds:Q78059240-051A5AF2-DB76-4158-BFF6-5BD738E5AF0C wds:Q78059240-50897D93-7430-42BD-A664-0512F875720E wds:Q78059240-5DFE5E8D-9544-4013-8677-F18190E02690
author name string	Habib S Alexander FJ Kovner A
rdfs:label	Statistical mechanics of kinks in 1+1 dimensions: Numerical simulations and double-Gaussian approximation (en) Statistical mechanics of kinks in 1+1 dimensions: Numerical simulations and double-Gaussian approximation (nl)
skos:prefLabel	Statistical mechanics of kinks in 1+1 dimensions: Numerical simulations and double-Gaussian approximation (en) Statistical mechanics of kinks in 1+1 dimensions: Numerical simulations and double-Gaussian approximation (nl)
name	Statistical mechanics of kinks in 1+1 dimensions: Numerical simulations and double-Gaussian approximation (en) Statistical mechanics of kinks in 1+1 dimensions: Numerical simulations and double-Gaussian approximation (nl)
title	wds:Q78059240-F5A75DE1-6A4E-4409-80F0-23A34C87A6F3
title	Statistical mechanics of kinks in 1+1 dimensions: Numerical simulations and double-Gaussian approximation (en)
page(s)	wds:Q78059240-3A6C605F-68AF-4911-9CD5-8D9175BB03FB
page(s)	4284-4296
instance of	wds:Q78059240-702DCF4F-9423-4ACC-A97A-D37BA9E9D06C
instance of	scholarly article
main subject	wds:Q78059240-AEAFD5E3-E62C-4BAE-BA2B-FA2E1F156B6D wds:Q78059240-FAF1E955-7317-4BA8-8E15-25FDB792A5DF
main subject	statistics numerical simulation
PubMed ID	wds:Q78059240-A6B967FD-AAD8-4EA9-9CEC-5B69FDB1FECB
PubMed ID	http://rdf.ncbi.nlm.nih.gov/pubchem/reference/9961109
PubMed ID	9961109
published in	wds:Q78059240-27E6C548-BDE5-4275-BE4F-932830349365
published in	Physical Review E
issue	wds:Q78059240-E36225B6-D7DA-4358-8705-CDD10328C3E2
volume	wds:Q78059240-AC4EEA4A-352C-4B89-88C2-BF57F2F44A62
issue	6
volume	48
number of pages	wds:Q78059240-F248377E-01CE-42C4-83C2-AA44291B1376
number of pages	13 (xsd:decimal)
DOI	wds:Q78059240-4AC743E1-FA38-4276-8F85-C157702E2BA8
DOI	http://dx.doi.org/10.1103/PHYSREVE.48.4284
DOI	10.1103/PHYSREVE.48.4284
arXiv ID	wds:Q78059240-26FF7B5D-2A0C-40CB-B4FD-DBBC7984D74F
arXiv ID	hep-th/9308103
ADS bibcode	wds:Q78059240-660F9D81-3974-42C1-ABAA-4D69968FA8A6
ADS bibcode	1993PhRvE..48.4284A
is about of	https://www.wikidata.org/wiki/Special:EntityData/Q78059240
is cites work of	Dynamics of Kinks: Nucleation, Diffusion, and Annihilation Suppression of spatial chaos via noise-induced growth of arrays of spatial solitons. Statistical physics of finite double-sinh-Gordon systems Solution of Kramers' problem for a moderately to heavily damped elastic string. Global spatiotemporal order and induced stochastic resonance due to a locally applied signal.
is cites work of	wds:Q62600949-D3EE5F60-BD15-49CF-9FCD-488E9449EE0C wds:Q52048118-2DE0B8EB-A454-4E06-AFA4-5F74962F534D wds:Q49243064-0C704434-E598-479D-8D16-4FF5F0E342AD wds:Q54256236-CF31D4DB-8C99-4083-AC74-B48D2ABA3A6D wds:Q56838978-6197A21C-4124-4088-B459-D3E960D0B380

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