most citedMonte Carlo Study of Phase Transitions in the Bond-Diluted 3D 4-State Potts Model

53 citations

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13 papers

math.QA2005

A Quantum Deformation of Invariants of Higher Binary Forms

Frank Leitenberger

We use the theory of the quantum group $U_q(gl(2,\RR))$ in order to develop a quantum theory of invariants and show a decomposition of invariants into a Gordan-Capelli series. High…

hep-lat2005

Two-colour Lattice QCD with dynamical fermions at non-zero density versus Matrix Models

Gernot Akemann, Elmar Bittner

We provide first evidence that Matrix Models describe the low lying complex Dirac eigenvalues in a theory with dynamical fermions at non-zero density. Lattice data for gauge group…

math.AC2005★ 3 cited

Local Homology, Cohen-Macaulayness and Cohen-Macaulayfications

Michael Hellus

Let (R,m) be a local, complete ring, X an artinian R-module of Noetherian dimension d; let x_1,...,x_d\in m be such that 0:_X (x_1,...,x_d)R has finite length. Then H^x_d(X) is a f…

q-bio.BM2005

Base pair interactions and hybridization isotherms of matched and mismatched oligonucleotide probes on microarrays

Hans Binder, Stephan Preibisch, Toralf Kirsten

The lack of specificity in microarray experiments due to non-specific hybridization raises a serious problem for the analysis of microarray data because the residual chemical backg…

cond-mat.stat-mech2005★ 53 cited

Monte Carlo Study of Phase Transitions in the Bond-Diluted 3D 4-State Potts Model

Christophe Chatelain, Bertrand Berche, Wolfhard Janke +1

Large-scale Monte Carlo simulations of the bond-diluted three-dimensional 4-state Potts model are performed. The phase diagram and the physical properties at the phase transitions…

math.AG2004

A criterion for regular sequences

D P Patil, U Storch, J Stuckrad

Let be a commutative noetherian ring and . In this article we give (cf. the Theorem in \S2) a criterion for to be regular sequence…