of some important polymeric and organic electro-optic materials Paul D. Cunningham, Nestor N. Valdes, Felipe A. Vallejo, L. Michael Hayden, Brent Polishak, Xing-Hua Zhou, Jingdong Luo, Alex K.-Y. Jen, Jarrod C. Williams, and Robert J. Twieg Department of Physics, University of Maryland Baltimore County, Baltimore, Maryland 21250, USA Department of Chemistry, University of Washington, Seattle, W...

C. Lester, Jiun-Haw Chu, 3 J. G. Analytis, 3 S. Capelli, A. S. Erickson, 3 C. L. Condron, M. F. Toney, I. R. Fisher, 3 and S.M. Hayden H.H. Wills Physics Laboratory, University of Bristol, Tyndall Ave., Bristol, BS8 1TL, UK Geballe Laboratory for Advanced Materials and Department of Applied Physics, Stanford University, Stanford, CA 94305 Stanford Institute for Materials and Energy Sciences, SL...

In this paper we obtain new bounds for the minimum output entropies of random quantum channels. These bounds rely on random matrix techniques arising from free probability theory. We then revisit the counterexamples developed by Hayden and Winter to get violations of the additivity equalities for minimum output Rényi entropies. We show that random channels obtained by randomly coupling the inpu...

Authors: Christopher J. Palestro, MD (Long Island Jewish Medical Center, New Hyde Park, NY); Manuel L. Brown, MD (Henry Ford Hospital, Detroit, MI); Lee A. Forstrom, MD, PhD (Mayo Clinic, Rochester, MN); John G. McAfee, MD (George Washington Hospital, Washington, DC); Henry D. Royal, MD (Mallinckrodt Institute of Radiology, St. Louis, MO); Donald S. Schauwecker, PhD, MD (Richard L. Roudebush VA...

Achieving Continuous Manufacturing for Final Dosage Formation: 1 Challenges and How to Meet Them 2 3 May 20-21, 2014 Continuous Symposium 4 5 Stephen Byrn*, Maricio Futran**, Hayden Thomas***, Eric Jayjock**, Nicola Maron, 6 Robert F. Meyer, Allan S. Myerson, Michael P. Thien, and Bernhardt L. Trout 7 8 * Department of Industrial and Physical Pharmacy, Purdue University 9 **Janssen Supply Group...

This paper is the first of a series where we study quantum channels from the random matrix point of view. We develop a graphical tool that allows us to compute the expected moments of the output of a random quantum channel. As an application, we study variations of random matrix models introduced by Hayden [7], and show that their eigenvalues converge almost surely. In particular we obtain for ...