Forward-backward scheme on the B/E grid modified to suppress lattice separation: The two versions, and any impact of the choice made? Meteorol. Atmos. Phys. 2010;108:1-8. DOI: 10.1007/s00703-010-0080-1Mesinger F, Popovic J (2010) Forward-backward scheme on the B/E grid modified to...
网络前后法;向前向后方案 网络释义
It has long been argued that the synapses in the brain are likely to be adjusted according to a local scheme, i.e., only information closest spatially and in time to a target synapse is involved in computing its change in efficacy. Methods that adhere to this biological constraint are refer...
Using this scheme, we further prove that the backward components of the adapted solution are determined explicitly by the forward components via the solution of a certain quasilinear parabolic PDE system. Moreover the uniqueness of the adapted solutions (over an arbitrary time duration), as well ...
One way to reconstruct the original signal is, as previously described, to define a function f(x, y, z) that determines the value at any location in space. This technique is typically employed by backward-mapping (image-order) algorithms. In forward-mapping algorithms, the original signal is...
Forward–backward-penalty scheme for constrained convex minimization without inf-compactness J. Optim. Theory Appl., 158 (2013), pp. 787-795 CrossrefView in ScopusGoogle Scholar [34] G.B. Passty Ergodic convergence to a zero of the sum of monotone operators in Hilbert space J. Math. Anal...
StepBackward StepForward StepInto StepLineChart StepOut StepOver StickToTheThread StockChart Stop StopApplyingCodeChanges StopFilter StopLogging StopPhoneLandscape StopQuery StopTime StorageContainer StorageContainerGroup StorageDriver StorageDriverPackage Stored StoredPackage StoredProcedure StoredProcedureChecked St...
–backward scheme for the fast modes had signi,cant instabilities,even with,ltering.Yet these and other forward-in-time schemes are attractive if a stable time-split methodology can be found.Wicker and Skamarock(1998, hereafter WS98) demonstrated that a second-order Runge–Kutta time scheme ...
We consider monotone inclusions defined on a Hilbert space where the operator is given by the sum of a maximal monotone operator T and a single-valued mono
In this work, in order to obtain higher-order schemes for solving forward backward stochastic differential equations, we propose a new multi-step scheme by adopting the high-order multi-step method in Zhao et al. (SIAM J. Sci. Comput., 36(4): A1731-A1751, 2014) with the combination te...