Multiple integration over bounded and unbounded regions - Osborn - 1987 () Citation Context ...d �f(A −tr k)e 2πiktr A −1 x , which holds for f ∈ L 1 (ΩA) under the usual assumption on the convergence of the series in both sides. This formula has been used by ...
On tractability of weighted integration over bounded and unbounded regions in ^{} We prove that for the space of functions with mixed first derivatives bounded in L1norm, the weighted integration problem over bounded or unbounded regions... FJ Hickernell,IH Sloan,W Wasilkowski - 《Mathematics of...
These two-edge geometries describe the electron confined to unbounded regions in the plane, such as a strip, or to bounded regions, such as a finite length cylinder. We prove that the edge currents are stable under various perturbations, provided they are suitably small relative to the magnetic...
On tractability of weighted integration over bounded and unbounded regions in We prove that for the space of functions with mixed first derivatives bounded in norm, the weighted integration problem over bounded or unbounded regions i... FJ Hickernell,IH Sloan,GW Wasilkowski - 《Math Comp》 被引...
General mixed problems for the KdVequation posed on bounded intervals, [21], and on unbounded ones, [22], were considered. Global solvabilityand exponential decay of small solutions to initial–boundary value problems with general linear boundaryconditions for the Kawahara equation posed on bounded ...
VIII - Unbounded Operators 1972, Methods of Modern Mathematical Physics more MICHAEL REEDBARRY SIMON VIII - Unbounded Operators Methods of Modern Mathematical Physics, I, 1972, Pages 249–317 PDF (2759 K) IV - Topological Spaces 1972, Methods of Modern Mathematical Physics more MICHAEL REEDBARRY ...
For the case where the partial information is unbounded we prove that the construction does not preserve boundedness of any measure we consider. We also prove that the strategy problem is Exptime-hard on graphs with directed path-width at most 2 and Pspace-complete on acyclic graphs. For ...
"yes", but this is a wholly artificial construction and has nothing to do with physics. you can always find a nonlinear transformation to map infinite regions to open, bounded ones. it is like mapping all time - the unbounded real line r r to a finite interval by the transformation τ ...
regionsGeneralizedGaussiandistributionThe generalized Gaussian mixture model (GGMM) provides a flexible and suitable tool for many computer vision and pattern recognition problems. However, generalized Gaussian distribution is unbounded. In many applications, the observed data are digitalized and have bounded ...
Unboundedfeandfisolutions are obtained by applying a relativistic kinematic model at the laser-matter interface, establishing a connection between the laser pulse and the particles it excites across the density discontinuity48(realizing an essential similarity to the Rankine-Hugoniot relations in magnetohyd...