نتایج جستجو برای: zuckerman

تعداد نتایج: 541  

1999
Joseph Bernstein Igor Frenkel Mikhail Khovanov

2.1. U̇(sl2) and its representations . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 204 2.1.1. Algebra U̇(sl2) . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 204 2.1.2. Representations of U̇(sl2) . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 206 2.2. Temperley-Lieb algebra . . . . . . . . ...

Journal: :Journal of vascular and interventional radiology : JVIR 2010
Sanjoy Kundu Clement J Grassi Neil M Khilnani Fabrizia Fanelli Sanjeeva P Kalva Arshad Ahmed Khan J Kevin McGraw Manuel Maynar Steven F Millward Charles A Owens Leann S Stokes Michael J Wallace Darryl A Zuckerman John F Cardella Robert J Min

Sanjoy Kundu, MD, FRCPC, Clement J. Grassi, MD, Neil M. Khilnani, MD, Fabrizia Fanelli, MD, Sanjeeva P. Kalva, MD, Arshad Ahmed Khan, MD, J. Kevin McGraw, MD, Manuel Maynar, MD, Steven F. Millward, MD, Charles A. Owens, MD, Leann S. Stokes, MD, Michael J. Wallace, MD, Darryl A. Zuckerman, MD, John F. Cardella, MD, and Robert J. Min, MD, for the Cardiovascular Interventional Radiological Society...

2013
David Bui Sumiko Mekaru Clark Freifeld John S. Brownstein

1Children’s Hospital Informatics Program, Division of Emergency Medicine, Children’s Hospital Boston, Boston, MA, USA; 2Dept of Epidemiology, Mel Enid Zuckerman College of Public Health, Tucson, AZ, USA; 3Dept of Epidemiology, Boston University School of Public Health, Boston, MA, USA; 4Dept of Pediatrics, Harvard Medical School, Boston, MA, USA; 5Dept of Epidemiology, Biostatistics and Occupat...

2013
Orion McCotter Frank Vanskike Kacey Ernst Ken Komatsu Harold Margolis Stephen Waterman Laura Tippit Kay Tomashek Anne Wertheimer Sonia Montiel Catherine Golenko Elizabeth Hunsperger

1Arizona Department of Health Services, Office of Border Health, Tucson, AZ, USA; 2University of Arizona, Mel and Enid Zuckerman College of Public Health, Tucson, AZ, USA; 3Arizona Department of Health Services, Phoenix, AZ, USA; 4Centers for Disease Control and Prevention, Division of Vector-Borne Diseases, Dengue Branch, San Juan, Puerto Rico; 5Centers for Disease Control and Prevention, Divi...

2010
Wei HE Hao CHAI Yingchun ZHANG Shaohua YU Wei CHEN Wei WANG

BACKGROUND AND OBJECTIVES The line bisection error to the left of the true center has been interpreted as a relative right hemisphere activation, which might relate to the subject's emotional state. Considering that patients with generalized anxiety disorder (GAD) or treatment-resistant depression (TRD) often have negative emotions, we hypothesized that these patients would bisect lines signifi...

1992
H. Kanno

The ring structure of Lian-Zuckerman states for (q, p) minimal models coupled to gravity is shown to beR = R0⊗C[w,w] where R0 is the ring of ghost number zero operators generated by two elements and w is an operator of ghost number −1. Some examples are discussed in detail. For these models the currents are also discussed and their algebra is shown to contain the Virasoro algebra. † Address aft...

2005
Phyllis W. Speiser Mary C. J. Rudolf Henry Anhalt Cecilia Camacho-Hubner Francesco Chiarelli Alon Eliakim Michael Freemark Annette Gruters Eli Hershkovitz Lorenzo Iughetti Heiko Krude Yael Latzer Robert H. Lustig Ora Hirsch Pescovitz Orit Pinhas-Hamiel Alan D. Rogol Shlomit Shalitin Charles Sultan Daniel Stein Pnina Vardi George A. Werther Zvi Zadik Nehama Zuckerman-Levin

Phyllis W. Speiser, Mary C. J. Rudolf, Henry Anhalt, Cecilia Camacho-Hubner, Francesco Chiarelli, Alon Eliakim, Michael Freemark, Annette Gruters, Eli Hershkovitz, Lorenzo Iughetti, Heiko Krude, Yael Latzer, Robert H. Lustig, Ora Hirsch Pescovitz, Orit Pinhas-Hamiel, Alan D. Rogol, Shlomit Shalitin, Charles Sultan, Daniel Stein, Pnina Vardi, George A. Werther, Zvi Zadik, Nehama Zuckerman-Levin,...

2006
CHAO JIN CONGMING LI David S. Tartakoff

In this paper, we study some systems of integral equations, including those related to Hardy-Littlewood-Sobolev (HLS) inequalities. We prove that, under some integrability conditions, the positive regular solutions to the systems are radially symmetric and monotone about some point. In particular, we established the radial symmetry of the solutions to the Euler-Lagrange equations associated wit...

2004
Almut Burchard Hichem Hajaiej

Abstract The inequalities of Hardy-Littlewood and Riesz say that certain integrals involving products of two or three functions increase under symmetric decreasing rearrangement. It is known that these inequalities extend to integrands of the form F (u1, . . . , um) where F is supermodular; in particular, they hold when F has nonnegative mixed second derivatives ∂i∂jF for all i 6= j. This paper...

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