Monte Carlo Simulations of the Folding of β -Barrel Globular Proteins von Skolnick, Jeffrey, Kolinski, Andrzej, Yaris, Robert

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Dynamic Monte Carlo Study of the Folding of a Six-Stranded Greek Key Globular Protein von Skolnick, Jeffrey, Kolinski, Andrzej, Yaris, Robert

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Monte Carlo Simulations on an Equilibrium Globular Protein Folding Model von Kolinski, Andrzej, Skolnick, Jeffrey, Yaris, Robert

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Local Mechanism of Phenyl Ring π-Flips in Glassy Polycarbonate von Whitney, Duane R, Yaris, Robert

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A partially summed hole-particle vertex and its use in electron-atom inelastic scattering von Yaris, R

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Excited state coupling in low order many-body theory von Yaris, Robert

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Does reptation describe the dynamics of entangled, finite length polymer systems? a model simulation von KOLINSKI, A, SKOLNICK, J, YARIS, R

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Linked-Cluster Theorem and Unitarity von Yaris, Robert

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Time-Dependent Perturbation—Variation Method von Yaris, Robert

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Cluster Expansions and the Unitary Group von Yaris, Robert

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Frequency Dependence of the Higher Susceptibilities von Sitz, Paul, Yaris, Robert

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Perturbation Theory and the Hellmann—Feynman Theorem von Yaris, Robert

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The collapse transition of semiflexible polymers. A Monte Carlo simulation of a model system von KOLINSKI, A, SKOLNICK, J, YARIS, R

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A dynamic simulation method suppressing uninteresting degrees of freedom von ROMISZOWSKI, P, YARIS, R

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Phenomenological theory of the dynamics of polymer melts. I: Analytic treatment of self-diffusion von SKOLNICK, J, YARIS, R, KOLINSKI, A

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Phenomenological theory of the dynamics of polymer melts. II: Viscoelastic properties von SKOLNICK, J, YARIS, R

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Many-Body Theory of Autoionization von Yaris, Robert, Boehm, Richard

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Monte Carlo studies on the long time dynamic properties of dense cubic lattice multichain systems. I: The homopolymeric melt von KOLINSKI, A, SKOLNICK, J, YARIS, R

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On the short time dynamics of dense polymeric systems and the origin of the glass transition: a model system von KOLINSKI, A, SKOLNICK, J, YARIS, R

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Electron scattering resonances using dilatation transformations. I. Condition for dilatational stability von Yaris, R, Winkler, P

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