207 results Refine Results
  1. 1
    by O'Meara, Kevin C.
    Published 1993
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    A new measure of growth for countable-dimensional algebras II /
  2. 2
    by Steel, M. A.
    Published 1994
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    Reconstructing trees when sequence sites evolve at variable rates /
  3. 3
    by Woodcock, C. F.
    Published 1995
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    Generalised discriminants /
  4. 4
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    Hunting for binary trees in binary character sets : efficient algorithms for extraction, enumeration and optimization /
  5. 5
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    Some computational results on modules connected with Burnside groups of exponent 4 /
  6. 6
    by Coope, I. D. (Ian D.)
    Published 1994
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    A modified BFGS formula maintaining positive definiteness with Armijo-Goldstein steplengths /
  7. 7
    by Murray, Rua
    Published 1994
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    Does symplectic geometry yield useful numerical tricks? /
  8. 8
    by Hamel, A. M. (Angele Marie)
    Published 1994
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    Pfaffians and determinants for Schur Q-functions /
  9. 9
    by Polster, B.
    Published 1994
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    Criteria for two-dimensional circle planes /
  10. 10
    by Hamel, A. M. (Angele Marie)
    Published 1994
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    The length of a leaf coloration on a random binary tree /
  11. 11
    by Steel, M. A.
    Published 1994
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    Classifying and counting linear phylogenetic invariants for the Jukes Cantor model /
  12. 12
    by Steel, M. A.
    Published 1994
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    A central limit theorem for parsimony length of trees /
  13. 13
    by Hamel, A. M. (Angele Marie)
    Published 1994
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    Determinantal forms for symplectic and orthogonal Schur functions /
  14. 14
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    Extension operations on sets of leaf-labelled trees /
  15. 15
    by Steel, M. A.
    Published 1993
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    Recovering a tree from the leaf colourations it generates under a Markov model /
  16. 16
    by Murray, Rua
    Published 1993
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    A depth-first Lipschitz based global maximization algorithm /
  17. 17
    by Baritompa, W. P. (William P.)
    Published 1993
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    PMB, parallel multidimensional bisection /
  18. 18
    by Beatson, R. K. (Richard Keith)
    Published 1994
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    Multiquadric B-splines /
  19. 19
    by Bui, Huy-Qui
    Published 1994
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    A maximal function characterization of weighted Besov-Lipschitz and Triebel-Lizorkin spaces /
  20. 20
    by Hamel, A. M. (Angele Marie)
    Published 1994
    “...Research report (University of Canterbury. Dept. of Mathematics and Statistics) ;...”
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    Finding a maximum compatible tree is NP-hard for sequences and trees /

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