## Congressus Numerantium |

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### Contents

R E SHAW A Modified Shooting Method for Second Order BoundaryValue Problems | 91 |

B SKILLICORN The Future of Parallel Computer Architectures | 115 |

G STEINER Polynomial Algorithms to Count Linear Extensions in Certain Posets 71 | 159 |

Copyright | |

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### Common terms and phrases

adjacency algebra adjacency matrices affine plane applications best approximation C.B. DUNHAM cellular automata characteristic polynomial check bit color companion matrix complex Hadamard matrix computation Congressus Numerantium consider constructed Corollary defined denote Discrete edge-graceful edge-graceful labeling elements equations error example exists Figure finite field finite linear space full-classes function given Hadamard matrices Hamiltonian cycle input interactions intersection matrices irreducible isomorphism iteration Lemma LFSR linear extensions linear space LU decomposition Lyndon words Math matrix of order meeting mod nk multiple node nonconcurrent obtained output parallel participants partition paths plane of order points poset presence lattice problem processor product terms projective plane Proof rational regular complex Hadamard relation algebra Remez algorithm row sum satisfy solution Stormer's method subset Technique Theorem theory trial alternant tridiagonal unique unordered values vector vertex labels vertices