University of Calgary

Published in: TO APPEAR. TO APPEAR SEPTEMBER 2003 OCTOBER 25, 2005 OCTOBER 25 2005 NOVEMBER 2006 NOVEMBER 2003 MARCH 2002 JUNE 2005 JULY 2006 JULY 02, 2003 DECEMBER 2006 AUGUST 5, 2005 AUGUST 4, 2004 AUGUST 2006 AUGUST 2005 APRIL 2004 2021 2020 2019 2018 2017 2016 2015 2014 2013 2012 2011 2010 2009 2008 2007 2006 2005 2004 2003 2002 2001 2000/01 2000 1999 1998 1997 1996 1995 1994 1993 1992 1991/92 1991 1990 1989 1988/89 1988 1987/88 1987 1986 1985 1984 1983 1982/83 1982 1981/82 1981 1980/81 1980 1979 1978 1977/80 1977 1976/77 1976 1975/76 1975 1974/75 1974 1973/74 1973 1972 1971 1970 1969 1968 1967 1966 1965 1964/1965 1964 1963 1962 1961 1960 1959 1958/1959 1958 1957 1956 1955 1954 1953 1952 1900

## A contact problem for a nonhomogeneous half-spaceSingh, B. M., Rokne, Jon G. and Dhaliwal, Ranjit S. | |

## A numerical investigation into the length of the period of the continued fraction expansion of {$\sqrt{D}$}Williams, Hugh | |

## Arcs and blocking setsBruen, Aiden and Silverman, R. | |

## Classification of quantifier prefixes over Diophantine equationsJones, James P. | |

## Computation of some number-theoretic coveringsStanton, R. G. and Williams, Hugh | |

## Correction to the paper: ``Splitting fields and group characters'' [J. Reine Angew. Math. f 315 (1980), 107-114; MR 81b:12011]Mollin, Richard | |

## Counting antichains in finite partially ordered setsSands, Bill | |

## Cyclotomic division algebrasMollin, Richard | |

## Endoprimitive ringsDesale, G. and Nicholson, W. Keith | |

## Every body has its momentsEnns, Ernest, Ehlers, Peter and Stuhr, Stein | |

## Gunderson's function in {F}ermat's last theoremShanks, Daniel and Williams, Hugh | |

## Induced quaternion algebras in the Schur groupMollin, Richard | |

## Maximizing the variance of M-estimators using the generalized method of moment spaces.Collins, John and Portnoy, Stephen L. | |

## Morse theory and the method of averagingCushman, Richard | |

## Multiparameter definiteness conditionsBinding, Paul | |

## Normal classes of prime rings determined by modulesNicholson, W. Keith and Watters, J. F. | |

## Normal classes of rings and tensor productsNicholson, W. Keith and Watters, J. F. | |

## On chains and antichains in well-founded partially ordered setsMilner, E. C. and Sauer, Norbert | |

## On finitely generated lattices of finite widthPoguntke, W. and Sands, Bill | |

## On generalised and quadratic eigenvalue problemsBinding, Paul | |

## On the ubiquity of herringbones in finitely generated latticesRival, I., Ruckelshausen, W. and Sands, Bill | |

## Random secants of a convex body generated by surface randomnessEhlers, Peter and Enns, Ernest | |

## Relation of modified power series distributions to {L}agrangian probability distributionsConsul, Prem C. | |

## Remarks on the cofinality of a partially ordered set, and a generalization of {K}\"onig's lemmaMilner, E. C. and Sauer, Norbert | |

## Schur indices, sums of squares and splitting fieldsMollin, Richard | |

## Solutions to wave equations on black hole geometriesCouch, W.E. | |

## Some results concerning {V}orono\u\i 's continued fraction over {${\bf Q}(\root 3\of{D})$}Williams, Hugh | |

## Spectral properties of two-parameter eigenvalue problemsBinding, Paul and Browne, Patrick | |

## Strong approximations of some biometric estimates under random censorshipBurke, Murray, Cs{\"o}rg{\H{o}}, S and Horv{\'a}th, Lajos | |

## Subgroups of simple algebras and the zeta functionMollin, Richard | |

## Sulphur Gas Emissions in the Boreal Forest: The West Whitecourt Case Study, Air and Soil PollutionLegge, A. H., Nosal, Miloslav and Jacques, D. | |

## Surfaces generated by moving least squares methodsLancaster, Peter and Salkauskas, Kes | |

## The algebraic representation of semigroups and lattices;\ representing lattice extensionsBirkenhead, R., Sauer, Norbert and Stone, Mike | |

## The logistic equation with a diffusionally coupled delayGopalsamy, K. and Aggarwala, Ben | |

## The primality of certain integers of the form {$2Ar\sp{n}-1$}Williams, Hugh | |

## The problem of {S}ierpi\'nski concerning {$k\cdot 2\sp{n}+1$}Baillie, Robert, Cormack, G. and Williams, Hugh | |

## Ultrahomogeneous structuresRose, Bruce I. and Woodrow, Robert | |

## Unsolved problems in number theoryGuy, Richard | |

## Variational methods for one and several parameter nonlinear eigenvalue problemsBinding, Paul |

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