Zobrazeno 1 - 10
of 105
pro vyhledávání: '"Robert J. Zimmer"'
Autor:
Michael Amiridis, Kumble Subbaswamy, E. Gordon Gee, Pradeep K. Khosla, Mark Kennedy, John J. DeGioia, Dennis N. Assanis, Paul K. Kearns, Deborah Wince-Smith, Gene D. Block, C. Michael Cassidy, Steven C. Currall, Adam Weinberg, Michael M. Crow, Farnam Jahanian, Clayton Rose, Kim Wilcox, Mark S. Schlissel, Elizabeth Stroble, Robert A. Brown, Mark P. Becker, James P. Clements, L. A. Leshin, Eric Isaacs, John I. Jenkins, W. Randolph Woodson, Kristina M. Johnson, Gary S. May, Eric J. Barron, Jonathan Alger, Julio Frenk, Jere W. Morehead, Patrick Gallagher, W. Kent Fuchs, Robert J. Zimmer, Elisa Stephens, M. David Rudd, Rebecca M. Blank, Michael R. Lovell, Sylvia M. Burwell, Satish K. Tripathi, Lloyd A. Jacobs, Wendy Wintersteen, Martha Kanter, Luis M. Proenza, Timothy D. Sands, Joan T.A. Gabel, Ruth Watkins, Richard B. Myers, Lee C. Bollinger
Publikováno v:
Science
Colleges and universities are critical components of the U.S. innovation ecosystem. These institutions are called upon to play ever-evolving roles in building talent for a changing workforce; achieving scientific breakthroughs; creating new technolog
Autor:
Robert J. Zimmer, David Fisher
Robert J. Zimmer is best known in mathematics for the highly influential conjectures and program that bear his name. Group Actions in Ergodic Theory, Geometry, and Topology: Selected Papers brings together some of the most significant writings by Zim
Autor:
Robert J. Zimmer, Dave Witte Morris
Publikováno v:
Journal of Topology and Analysis. :115-120
We prove that SL (n, ℚ) has no nontrivial, C∞, volume-preserving action on any compact manifold of dimension strictly less than n. More generally, suppose G is a connected, isotropic, almost-simple algebraic group over ℚ, such that the simple f
Autor:
Amos Nevo, Robert J. Zimmer
Publikováno v:
Geometric and Functional Analysis. 19:520-535
We consider actions of non-compact simple Lie groups preserving an analytic rigid geometric structure of algebraic type on a compact manifold. The structure is not assumed to be unimodular, so an invariant measure may not exist. Ergodic stationary me
Publikováno v:
Global Analysis on Foliated Spaces
Autor:
Robert J. Zimmer
Publikováno v:
Global Analysis on Foliated Spaces. :249-254
Autor:
Amos Nevo, Robert J. Zimmer
Publikováno v:
Geometriae Dedicata. 115:181-199
Let G be a connected noncompact semisimple Lie group with finite center, K a maximal compact subgroup, and X a compact manifold (or more generally, a Borel space) on which G acts. Assume that ν is a μ -stationary measure on X, where μ is an admiss