Sentence examples for explicit projection from inspiring English sources
This alternative formulation enable us to suggest and analyze an explicit projection method for solving system (2.1).
We suggest and analyze a new explicit projection method for solving the system under some more general conditions.
By utilizing Lemma 4.1, we suggest and analyze the following explicit projection iterative methods for solving problem (11).
We establish the equivalence between the new system of general nonconvex variational inequalities and the fixed point problems to analyze an explicit projection method for solving this system.
Furthermore, the computation workload of the present explicit projection method is much less than the implicit algorithm in [5] at each iteration step.
By using the obtained equivalences, we have proved the existence of a unique solution for RNVI (11) and suggested and analyzed some explicit projection iterative methods for solving RNVI (11).
Alternatively, it may be possible to integrate more quantitative analyses (e.g., spatially explicit projections of air and water temperatures) into the ACT steps.
Our approach provides a relatively simple and transparent method for creating spatially-explicit projections of global LULC change at the grid cell-level.
This method allows for the relatively quick creation of spatially-explicit projections of business-as-usual futures or alternative futures that might emerge if decision-making on urban and cropland development across the world changes, either due to shifts in consumption preferences or land-use policies.
In this paper a fully explicit, stabilized projection method called the Runge Kutta Chebyshev (RKC) projection method is presented for the solution of incompressible Navier Stokes systems.
An explicit staggered projection method for the incompressible Navier Stokes equations with no-slip walls is analyzed and used in simulations to address several issues related to the pressure boundary condition required when the continuity equation is replaced by the standard pressure Poisson equation (PPE), ∇2p="∇⋅(−u⋅∇u+f).
