Note: OCR errors may be found in this Reference List extracted from the full text article. ACM has opted to expose the complete List rather than only correct and linked references.

	1	Axford, T., and Joy, M. List processing primitives for parallel computation. Comput. Lang. 19, 1 (1993), 1-17.
	2	John Backus, Can programming be liberated from the von Neumann style?: a functional style and its algebra of programs, Communications of the ACM, v.21 n.8, p.613-641, Aug. 1978  [doi>10.1145/359576.359579]
	3	R. S. Bird, An introduction to the theory of lists, Proceedings of the NATO Advanced Study Institute on Logic of programming and calculi of discrete design, p.5-42, June 1987, Marktoberdorf, Germany
	4	Cole, M. Parallel programming, list homomorphisms and the maximum segment sum problem. Technical Monograph CSR-25-93, The University of Edinburgh, 1993.
	5	Eriksson-Bique, S. Digit serial computations via homomorphisms. In Proceedings of PART '98: The 5th Australasian Conference on Parallel and Real-Time Systems (University of Adelaide, Adelaide, Australia, Sept. 1998), K. Hawick and H. James, Eds., Springer-Verlag Singapore Pte. Ltd., pp. 389-400.
	6	Eriksson-Bique, S. An Algebraic Theory of Multidimensional Arrays. PhD thesis, Department of Computing Science, University of Joensuu, Joensuu, Finland, Apr. 2002.
	7	G. Malcolm, Data structures and program transformation, Science of Computer Programming, v.14 n.2-3, p.255-279, Oct. 1990  [doi>10.1016/0167-6423(90)90023-7]
	8	Ernest G Manes, Algebraic approaches to program semantics, Springer-Verlag New York, Inc., New York, NY, 1986
	9	Trenchard More, The nested rectangular array as a model of data, ACM SIGAPL APL Quote Quad, v.9 n.4, p.55-73, June 1979
	10	Mou, Z., and Hudak, P. An algebraic model for divide-and-conquer algorithms and its parallelism. Journal of Supercomputing 2, 3 (1988), 257-278.
	11	Mullin, L. M. R. A Mathematics of Arrays. Doctoral dissertation, Syracuse University, Syracuse, New York, Dec. 1988.
	12	David B. Skillicorn, Architecture-Independent Parallel Computation, Computer, v.23 n.12, p.38-50, December 1990  [doi>10.1109/2.62092]
	13	J. Michael Spivey, A Categorial Approch to the Theory of Lists, Proceedings of the International Conference on Mathematics of Program Construction, 375th Anniversary of the Groningen University, p.399-408, June 26-30, 1989
	14	Trichina, E., and Eriksson-Bique, S. Calculus of locality based computations for custom computing machines. In Proceedings of the 8th International Parallel Computing Workshop (PCW '98) (School of Computing, National University of Singapore, Sept. 1998), Y. Teo, M. Feng, T. Ling, and E. Loh, Eds., Fujitsu Computers (Singapore) Pte. Ltd., pp. 259-266.
	15	Trichina, E., and Eriksson-Bique, S. Parallel solution to parentheses and pattern matching via near homomorphisms. Australian Computer Science Communications 21, 1 (1999), 205-216.

• ACM SIGAPL APL Quote Quad
  Volume 32 ,  Issue 4   June 2002