with (S)-t-Bu-phosphinooxazoline Ligands John A. Keith,‡ Douglas C. Behenna,† Justin T. Mohr,† Sandy Ma,† Smaranda C. Marinescu,† Jonas Oxgaard,‡ Brian M. Stoltz,*,† and William A. Goddard, III*,‡ DiVision of Chemistry and Chemical Engineering, California Institute of Technology, Pasadena, California 91125, and Materials and Process Simulation Center (139-74), California Institute of Technology...

Stephan Mohr,1 Pascal Pochet,2,* Maximilian Amsler,1 Bastian Schaefer,1 Ali Sadeghi,1 Luigi Genovese,2 and Stefan Goedecker1,† 1Institut für Physik, Universität Basel, Klingelbergstrasse 82, 4056 Basel, Switzerland 2Laboratoire de Simulation Atomistique (L_Sim), SP2M, UMR-E CEA/UJF-Grenoble 1, INAC, Grenoble F-38054, France (Received 14 May 2013; revised manuscript received 17 December 2013; pu...

mRNA Expression Profiling: A 15-Month Stability Study, Jean-Brice Marteau, Steve Mohr, Michèle Pfister, and Sophie Visvikis-Siest (Institut National de la Santé et de la Recherche Médicale, U525 Equipe 4, Faculté de Pharmacie, Nancy, France; * address correspondence to this author at: INSERM U525 Equipe 4, 30 rue Lionnois, 54000 Nancy, France; fax 33-3-83321322, e-mail Sophie.VisvikisSiest@nanc...

Mohr and Henderson have presented new algorithms for arc and path consistency in [1]. Though the underlying ideas of their algorithms are correct, the path consistency algorithm PC-3 is in error. In this paper we point out the errors in this algorithm and give a correct one. The time complexity and space complexity of the revised algorithm are also analyzed.

The paper is devoted to the numerical solution of an elastoplastic constitutive initial value problem containing the Mohr-Coulomb yield criterion, a nonassociative plastic flow rule, and a nonlinear isotropic hardening. The constitutive problem is discretized by the implicit Euler method. Instead of the conventional Koiter formulations, we define the plastic flow rule using the subdifferential ...

The problem of expressing a general 3-D magnetotelluric (MT) impedance tensor in the form of a 2-D tensor that has been distorted in some way is addressed first in terms of a general theorem. This theorem shows that when the real and quadrature parts of a tensor are analyzed separately as distinct matrices, all that is necessary to make a matrix with 2-D characteristics from one with 3-D charac...

In this paper, a stress integration algorithm is presented for a generalized elasto-plastic material model governed by the three stress invariants I1, J2 and J3. The methodology is successfully applied to the Mohr–Coulomb material model with a non-associated flow rule and implemented in ADINA.