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Critical exponents
, 1994
"... By Monte Carlo simulation we study the critical exponents governing the transition of the threedimensional classical O(4) Heisenberg model, which is considered to be in the same universality class as the finitetemperature QCD with massless two flavors. We use the single cluster algorithm and the h ..."
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By Monte Carlo simulation we study the critical exponents governing the transition of the threedimensional classical O(4) Heisenberg model, which is considered to be in the same universality class as the finitetemperature QCD with massless two flavors. We use the single cluster algorithm
and critical exponents
, 1998
"... With the help of variational perturbation theory we continue the renormalization constants of f 4theories in 4ye dimensions to infinitely strong bare couplings g and find their power behavior in g, thereby determining all critical0 0 exponents without the standard renormalization group techniques. ..."
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With the help of variational perturbation theory we continue the renormalization constants of f 4theories in 4ye dimensions to infinitely strong bare couplings g and find their power behavior in g, thereby determining all critical0 0 exponents without the standard renormalization group techniques
Critical exponents for twodimensional percolation
"... We show how to combine Kesten’s scaling relations, the determination of critical exponents associated to the stochastic Loewner evolution process by Lawler, Schramm, and Werner, and Smirnov’s proof of Cardy’s formula, in order to determine the existence and value of critical exponents associated to ..."
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Cited by 126 (7 self)
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We show how to combine Kesten’s scaling relations, the determination of critical exponents associated to the stochastic Loewner evolution process by Lawler, Schramm, and Werner, and Smirnov’s proof of Cardy’s formula, in order to determine the existence and value of critical exponents associated
The critical exponent of the Arshon words
, 2008
"... Generalizing the results of Thue (for n = 2) and of Klepinin and Sukhanov (for n = 3), we prove that for all n ≥ 2, the critical exponent of the Arshon word of order n is given by (3n − 2)/(2n − 2), and this exponent is attained at position 1. 1 ..."
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Cited by 1 (0 self)
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Generalizing the results of Thue (for n = 2) and of Klepinin and Sukhanov (for n = 3), we prove that for all n ≥ 2, the critical exponent of the Arshon word of order n is given by (3n − 2)/(2n − 2), and this exponent is attained at position 1. 1
CRITICAL EXPONENTS: OLD AND NEW ∗
"... Abstract. For Hadamard and conventional powering, we survey past and current work on the existence and values of critical exponents (CEs) forsuch matrix classes as doubly nonnegative, totally positive, M and inverse Mmatrices. There are remarkable similarities and differences between Hadamard and ..."
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Cited by 2 (0 self)
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Abstract. For Hadamard and conventional powering, we survey past and current work on the existence and values of critical exponents (CEs) forsuch matrix classes as doubly nonnegative, totally positive, M and inverse Mmatrices. There are remarkable similarities and differences between Hadamard
Critical Exponents for the Ferromagnetism in Colossal
, 2001
"... Abstract Critical phenomena of ferromagnetic transition in colossal magnetoresistance manganites are theoretically studied. Concerning the critical exponents for this transition, there still remains controversy among experimental results. In order to clarify intrinsic physics of the manganites throu ..."
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Abstract Critical phenomena of ferromagnetic transition in colossal magnetoresistance manganites are theoretically studied. Concerning the critical exponents for this transition, there still remains controversy among experimental results. In order to clarify intrinsic physics of the manganites
Critical Exponents of Quark Matter
, 2012
"... I investigate the ferromagnetic phase transition inside strong quark matter (SQM) with one gluon exchange interaction between strong quarks. I use a variational method and the LandauFermi liquid theory and obtain the thermodynamics quantities of SQM. In the low temperature limit, the equation of st ..."
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of state (EOS) and critical exponents for the secondorder phase transition (ferromagnetic phase transition) in SQM are analytically calculated. The results are in agreement with the GinzbergLandau theory.
Critical exponents of plane meanders
 Journal of Physics A: Mathematical and General
"... Meanders form a set of combinatorial problems concerned with the enumeration of selfavoiding loops crossing a line through a given number of points, n. Meanders are considered distinct up to any smooth deformation leaving the line fixed. We use a recently developed algorithm, based on transfer matr ..."
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Cited by 4 (0 self)
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exponent, and shows that a recent conjecture for the exact value of the semimeander critical exponent is unlikely to be correct, while the conjectured exponent value for closed and open meanders is not inconsistent with the results from the analysis. Meanders form a set of unsolved combinatorial problems
Nuclear Multifragmentation Critical Exponents
, 1994
"... In a recent Letter [1] the EoS collaboration presented data of fragmentation of 1 A GeV gold nuclei incident on carbon. By analyzing moments of the fragment charge distribution, the authors claim to determine the values of the critical exponents γ, β, and τ for finite nuclei. These data represent a ..."
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In a recent Letter [1] the EoS collaboration presented data of fragmentation of 1 A GeV gold nuclei incident on carbon. By analyzing moments of the fragment charge distribution, the authors claim to determine the values of the critical exponents γ, β, and τ for finite nuclei. These data represent a
Results 1  10
of
3,113