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13218.Binder P.-M.First-Passage Times in a Critical Stochastic Model1992••
13217.Binder K.Stauffer D.Monte Carlo study of the surface area of liquid droplets1971••
13216.Binder K.Monte Carlo and Molecular Dynamics of Condensed Matter Systems1997••
13215.Binder K.Static and Dynamic Critical Phenomena of the Two-Dimensional q-State Potts Model1981••
13214.Binder K.Wang J.-S.Finite-Size Effects at Critical Points with Anisotropic Correlations: Phenomenological Scaling Theory and Monte Carlo Simulations1989••
13213.Binder K.Kalos M.H."Critical Clusters" in a Supersaturated Vapor: Theory and Monte Carlo Simulation1980••
13212.Binder K.Call for Nominations for the 2001 Boltzmann Award2000••
13211.Binder K.Mu ller M.Schmid F.Interfacial Profiles Between Coexisting Phases in Thin Films: CahnHilliard Treatment Versus Capillary Waves1998••
13210.Binder P.-M.Buck B.Macaulay V.A.Time-Series Analysis of a Collective Variable in High-Dimensional Cellular Automata1992••
13209.Bingham M.S.A central limit theorem for exchangeable random variables on a locally compact abelian group2000••
13208.Binhayeeding N.Klomklao S.Prasertsan P.Improvement of biodiesel production using waste cooking oil and applying single and mixed immobilised lipases on polyhydroxyalkanoate2020••
13207.Biot M.Critical Torsional Oscillations of a Rotating Accerated shaft1932••
13206.Biot M.Theory of Elastic Systems Vibrating under Transient Impulse with an Application to Earthquake-Proof Buildings1933••
13205.Birchby W.N.White Light Interference Fringes with a Thick Glass Plate in One Path1924••
13204.Birchby W.N.White-Light Interference Fringes with a Thick Glass Plate in One Path Part II1927••
13203.Birge R.T.The Quantum Levels and Resulting Constants of the Hydrogen Molecule1927••
13202.Birgeneau R.J.Cowley R.A.Shirane G.Phase Transitions in Diluted Magnets: Critical Behavior, Percolation, and Random Fields1984••
13201.Birkhoff G.Neumann J.The Logic of Quantum Mechanics1936••
13200.Birkhoff G.Taylor Instability: Appendixes to Report LA-18621955••
13199.Birkhoff G.D.A Theorem on Series of Orthogonal Functions with an Application to Strum-Liouville Series1917••
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