The normalised alternating group explicit (nage) method
DJ Evans, C Li - International journal of computer mathematics, 1990 - Taylor & Francis
DJ Evans, C Li
International journal of computer mathematics, 1990•Taylor & FrancisThe alternating group explicit (AGE) method [1] has been applied to a variety of problems
involving parabolic, hyperbolic and elliptic partial differential equations. The method has
been shown to be extremely powerful and flexible and to be very suitable for use on vector
and parallel computers. The practical implementation of it is considered here. The new
scheme is shown to possess the same convergence property with a reduced computational
effort.
involving parabolic, hyperbolic and elliptic partial differential equations. The method has
been shown to be extremely powerful and flexible and to be very suitable for use on vector
and parallel computers. The practical implementation of it is considered here. The new
scheme is shown to possess the same convergence property with a reduced computational
effort.
The alternating group explicit (AGE) method [1] has been applied to a variety of problems involving parabolic, hyperbolic and elliptic partial differential equations. The method has been shown to be extremely powerful and flexible and to be very suitable for use on vector and parallel computers. The practical implementation of it is considered here. The new scheme is shown to possess the same convergence property with a reduced computational effort.
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