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Professor Christopher Manning,Department of Linguistics at Stanford University(图)
Department of Linguistics at Stanford University computational linguistic
2015/9/16
Associate Professor Jason Manning,Department of Mathematics at Cornell University(图)
Department of Mathematics at Cornell University Associate Professor Geometric group theory geometric topology
2015/9/11
Jason Manning,Associate Professor,Department of Mathematics at Cornell University.He is Research Area:Geometric group theory,geometric topology.Selected Publications:Algorithmic detection and descript...
Associate Professor Jason Manning,Department of Mathematics at Cornell University(图)
Associate Professor Jason Manning Department of Mathematics at Cornell University
2015/8/28
Associate Professor Jason Manning,Department of Mathematics at Cornell University,I study infinite discrete groups by studying their actions on metric spaces, especially negatively curved (hyperbolic)...
Equip the warrior instead of manning the equipment: Land use and transport planning support in the Netherlands
Equip the warrior instead of manning Land use transport planning support the Netherlands
2010/10/25
This paper assesses the embedding of land use and transport instruments—Planning Support Systems (PSS), models and tools—in Dutch planning practice, in order to shed light on how planning practitioner...
'The Atlantic Enlightenment', edited by Susan Manning and Francis D. Cogliano
tic Enlightenment edited Susan Manning Francis D
2010/11/16
A review of The Atlantic Enlightenment, edited by Susan Manning and Francis D. Cogliano (Aldershot: Ashgate, 2008). Hardback, xiv + 209 pages, £50, ISBN 9780754660408.
Effect of Wall Shear Stress Distribution on Manning Coefficient of Smooth Open Rectangular Channel Flows
Open channel flow Manning friction coecient Wall shear stress
2009/10/12
The determination of velocity distribution in open channel flows is crucial in many critical engineering problems such as channel design, calculation of energy losses and sedimentation. In this study,...
Algebraic Treatment of Scattering via the Manning-Rosen Potential Related to the SO(2, 1) Group
Algebraic approach Manning Rosen potential Natanzon potentials One-dimensional scattering Scattering theory
2010/4/9
In this study, we consider SO(2,1) \supset SO(1,1) subgroup reduction from one dimensional scattering systems related to SO(2,1). As an analytical application, we show via algebraic approach the Manni...