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Toward a universal mapping algorithm for accessing trees in parallel memory systems
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Mappings for Conflict-Free Access of Paths in Bidimensional Arrays, Circular Lists, and Complete Trees
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On array storage for conflict-free memory access for parallel processors
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Parallel optimal subtree access with recursively linear memory functions
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Conflict-free access of trees in parallel memory systems and its generalization with applications to distributed heap implementation
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S. K. Das, F. Sarkar, and M. C. Pinotti, Conflict-free access of trees in parallel memory systems and its generalization with applications to distributed heap implementation, in Proc. Int'l Conf. on Parallel Processing, Oconomowoc, WI, Aug. 1995, Vol. III, pp. 164-167.
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Distributed priority queues on hypercube architectures
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Hong Kong, May
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O(log log N) time algorithms for hamiltonian-suffix and min-max-pair heap operations on the hypercube
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Das S. K., Pinotti M. C. O(log log N) time algorithms for hamiltonian-suffix and min-max-pair heap operations on the hypercube. J. Parallel Distrib. Comput. 52:Feb. 1998;200-211.
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Load balanced mapping of data structures in parallel memory modules for fast and conflict-free templates access
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Dehne, Rau-Chaplin, Sack, & Tamassia. Proc. 5th Int. Workshop on Algorithms and Data Structures (WADS'97), Halifax, Canada, Aug. 1997. Berlin/New York: Springer-Verlag
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Memories for parallel subtree access
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Conflict-free template access in k-ary and binomial trees
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Wien, Austria, July
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M. C. Pinotti, S. K. Das, and F. Sarkar, Conflict-free template access in k-ary and binomial trees, in Proceedings of ACM-Int'l Conference on Supercomputing, Wien, Austria, July 1997, pp. 237-244.
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Storing trees into parallel memories
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