Abstract
The Distributed Array Processor (DAP) manufactured by International Computers Limited is an array of 1-bit 200-nanosecond processors. The Pilot DAP on which the present work was done is a 32 X 32 array; the commercially available machine is a 64 X 64 array. We show how the projected SOR algorithm for the linear complementarity problem Aw ⩾ b, w ⩾ 0, w T ( Aw − b) = 0, can be adapted for use on the DAP when A is the finite-difference matrix corresponding to the difference approximation to the Laplace operator. Application is made to two linear complementarity problems arising, respectively, from two- and three-dimensional porous flow free boundary problems.
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