Matches in SemOpenAlex for { <https://semopenalex.org/work/W1875470527> ?p ?o ?g. }
- W1875470527 abstract "We present a numerical study of the Blume-Capel model with quenched disorder in 3D. The phase diagram is characterized by spin-glass/paramagnet phase transitions of both first and second order in the thermodynamic sense. Numerical simulations are performed using the Exchange-Monte Carlo algorithm, providing clear evidence for inverse freezing. The main features at criticality and in the phase coexistence region are investigated. The whole inverse freezing transition appears to be first order. The second order transition appears to be in the same universality class of the Edwards-Anderson model. The nature of the spin-glass phase is analyzed by means of the finite size scaling behavior of the overlap distribution functions and the four-spins real-space correlation functions. Evidence for a replica symmetry breaking-like organization of states is provided." @default.
- W1875470527 created "2016-06-24" @default.
- W1875470527 creator A5034553663 @default.
- W1875470527 creator A5049776530 @default.
- W1875470527 creator A5054785184 @default.
- W1875470527 date "2011-01-24" @default.
- W1875470527 modified "2023-10-16" @default.
- W1875470527 title "Random Blume-Capel model on a cubic lattice: First-order inverse freezing in a three-dimensional spin-glass system" @default.
- W1875470527 cites W1562766406 @default.
- W1875470527 cites W1593210230 @default.
- W1875470527 cites W1601156856 @default.
- W1875470527 cites W1610428903 @default.
- W1875470527 cites W1765905087 @default.
- W1875470527 cites W1782553593 @default.
- W1875470527 cites W1791690241 @default.
- W1875470527 cites W1965555277 @default.
- W1875470527 cites W1971962094 @default.
- W1875470527 cites W1976790651 @default.
- W1875470527 cites W1977076713 @default.
- W1875470527 cites W1980133431 @default.
- W1875470527 cites W1980439143 @default.
- W1875470527 cites W1984883749 @default.
- W1875470527 cites W1986041996 @default.
- W1875470527 cites W1989345462 @default.
- W1875470527 cites W1989459560 @default.
- W1875470527 cites W1991206216 @default.
- W1875470527 cites W1992232414 @default.
- W1875470527 cites W1992669244 @default.
- W1875470527 cites W1994392645 @default.
- W1875470527 cites W1994974159 @default.
- W1875470527 cites W1995071583 @default.
- W1875470527 cites W2000216463 @default.
- W1875470527 cites W2007391198 @default.
- W1875470527 cites W2009643218 @default.
- W1875470527 cites W2010475195 @default.
- W1875470527 cites W2011875896 @default.
- W1875470527 cites W2014941615 @default.
- W1875470527 cites W2016028273 @default.
- W1875470527 cites W2019181345 @default.
- W1875470527 cites W2019832534 @default.
- W1875470527 cites W2021184348 @default.
- W1875470527 cites W2022039139 @default.
- W1875470527 cites W2022217005 @default.
- W1875470527 cites W2022820481 @default.
- W1875470527 cites W2023232477 @default.
- W1875470527 cites W2023687218 @default.
- W1875470527 cites W2023791567 @default.
- W1875470527 cites W2023923539 @default.
- W1875470527 cites W2027803597 @default.
- W1875470527 cites W2031058562 @default.
- W1875470527 cites W2033654701 @default.
- W1875470527 cites W2036649439 @default.
- W1875470527 cites W2040356001 @default.
- W1875470527 cites W2041377358 @default.
- W1875470527 cites W2041961963 @default.
- W1875470527 cites W2043785177 @default.
- W1875470527 cites W2050784313 @default.
- W1875470527 cites W2051667178 @default.
- W1875470527 cites W2054505421 @default.
- W1875470527 cites W2058345526 @default.
- W1875470527 cites W2060913109 @default.
- W1875470527 cites W2061401126 @default.
- W1875470527 cites W2061550665 @default.
- W1875470527 cites W2066048977 @default.
- W1875470527 cites W2067730674 @default.
- W1875470527 cites W2067915627 @default.
- W1875470527 cites W2068159770 @default.
- W1875470527 cites W2073435263 @default.
- W1875470527 cites W2079159604 @default.
- W1875470527 cites W2081367319 @default.
- W1875470527 cites W2083538308 @default.
- W1875470527 cites W2086636949 @default.
- W1875470527 cites W2087129091 @default.
- W1875470527 cites W2088431067 @default.
- W1875470527 cites W2089143151 @default.
- W1875470527 cites W2092039046 @default.
- W1875470527 cites W2092503328 @default.
- W1875470527 cites W2093006064 @default.
- W1875470527 cites W2093303832 @default.
- W1875470527 cites W2093994900 @default.
- W1875470527 cites W2094594008 @default.
- W1875470527 cites W2095931535 @default.
- W1875470527 cites W2101936356 @default.
- W1875470527 cites W2124796014 @default.
- W1875470527 cites W2129387692 @default.
- W1875470527 cites W2131512654 @default.
- W1875470527 cites W213774738 @default.
- W1875470527 cites W2158290794 @default.
- W1875470527 cites W2160137887 @default.
- W1875470527 cites W2166595813 @default.
- W1875470527 cites W3034748896 @default.
- W1875470527 cites W3101006260 @default.
- W1875470527 cites W3101611163 @default.
- W1875470527 cites W4212984156 @default.
- W1875470527 cites W4234997657 @default.
- W1875470527 cites W4236351326 @default.
- W1875470527 cites W76505116 @default.
- W1875470527 doi "https://doi.org/10.1103/physrevb.83.014107" @default.
- W1875470527 hasPublicationYear "2011" @default.
- W1875470527 type Work @default.