Pseudospectral Collocation Methods for Fourth Order Di
... current time are the construction and analysis of well-posed approximations to the Stokes and Navier-Stokes equations and the development of methods which can be applied easily to problems de ned in complex domains. With respect to the rst, it is well-known that in the primitive variable formulatio ...
... current time are the construction and analysis of well-posed approximations to the Stokes and Navier-Stokes equations and the development of methods which can be applied easily to problems de ned in complex domains. With respect to the rst, it is well-known that in the primitive variable formulatio ...
1986 - The FERMI System: Inducing Iterative
... before solution is reached. current methods of forming macro-operators such as STRIPS, ACT*, and SOAK [l, 9,lO. 1X] cannot produce operators that will generalize to an arbitrary number of iterations. lndccd, they cannot even detect the iterative nature of the problem. The MACROPS facility in STRIPS ...
... before solution is reached. current methods of forming macro-operators such as STRIPS, ACT*, and SOAK [l, 9,lO. 1X] cannot produce operators that will generalize to an arbitrary number of iterations. lndccd, they cannot even detect the iterative nature of the problem. The MACROPS facility in STRIPS ...
Math Camp Notes: Di erential Equations
... A steady state for a dierential equation is a solution where the value of y does not change over time. For example, consider an economy with capital and depriciation. For a given level of investment, we are either spending more that the depriciation of the capital stock, less that the value of the ...
... A steady state for a dierential equation is a solution where the value of y does not change over time. For example, consider an economy with capital and depriciation. For a given level of investment, we are either spending more that the depriciation of the capital stock, less that the value of the ...
