| E.A. Ashcroft. Tournament computations. In Third International Symposium on Lucid and Intensional Programming, Queen's University, Kingston, Ontario, Canada, 1990. |
....of a from the previous time. Note that the four neighbors can be accessed by manipulating the x and y contexts using operations prev and next. 2.2. 3 Tournament Parallelism Tournament parallelism arises in tree computations as logarithmically decreasing data parallelism at each level of the tree [2]. It is closely related to parallelism found in divide and conquer algorithms. In Lucid, tournament parallelism is an example of dimensional parallelism as illustrated by the following example. c = b asa.t i = n where dimension t; i = 1 fby.t 2 i; b = a fby.t ( f( b, next.x b) x (2 #.x) ....
E.A. Ashcroft. Tournament computations. In Third International Symposium on Lucid and Intensional Programming, Queen's University, Kingston, Ontario, Canada, 1990.
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