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 2022 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 characterization of {$3$}-dimensional convex sets with an infinite {X}-ray numberBezdek, Karoly and Zamfirescu, T. inIntuitive geometry (Szeged, 1991) | |

## A key exchange protocol using real quadratic fieldsScheidler, Renate, Buchmann, Johannes and Williams, Hugh C. | |

## A lower bound for the class number of a real quadratic field of {ERD} typeMollin, Richard, Zhang, L. and Kemp, Paula | |

## Ambient Ozone and Crop Loss: Establishing a Cause-Effect Relationship},PUBLISHER = {Environmental Pollution 83Krupa, S. V., Nosal, Miloslav and Legge, A. H. | |

## An application of principal bundles to coloring of graphs and hypergraphsMilgram, R. and Zvengrowski, Peter | |

## An Index Sampling Algorithm for the Bayesian Analysis of a Class of Model Selection ProblemsScollnik, David and Guttman, I.Pages 323-339 | |

## A note on the homotopy type of posetsVaradarajan, Kalathoor | |

## A record aliquot sequenceGuy, Andrew W. P. and Guy, Richard | |

## A spectral {L}agrange-{G}alerkin method for convection-dominated diffusion problemsWare, Antony | |

## Asymptotics for the {C}hristoffel function for {J}acobi like weights on a ball in {${\bf R}\sp m$}Bos, Len | |

## A uniqueness theorem for linear theory of thermopiezoelectricityDhaliwal, Ranjit S. and Wang, J. | |

## A variational principle in {K}re\u\i n spaceBinding, Paul and Najman, Branko | |

## Between integrability and chaosRod, David L. and Churchill, Richard | |

## Binate towers of groupsBerrick, A. J. and Varadarajan, Kalathoor | |

## Boundedness and stability of impulsively perturbed systems in a {B}anach spaceBerezansky, L. and Braverman, Elena | |

## Bounding and dominating number of families of functions on {$\omega$}Laflamme, Claude | |

## Classification of permutations of converging seriesGerver, Mikhail L. and Kudryavtseva, Elena | |

## Coating by cubesBezdek, Karoly and Hausel, T. | |

## Continuous rings with chain conditionsNicholson, W. Keith, Yousif, M.F. and Yousif, Mohammed | |

## Contributed problemsSchaer, Jonathan | |

## Damped vibrations of beams and related spectral problemsLancaster, Peter and Shkalikov, A. | |

## Development of an Ozone Air Quality Objective Based on Vegetation Effects, Phase III, Part 1: Assembly and Initial Evaluation and Quality Assurance of European Open-Top Chamber (EOTC) Programme DataLegge, A. H., Nosal, Miloslav and Krupa, S. V. | |

## Domain of influence theorem in the theory of elastic materials with voidsDhaliwal, Ranjit S. and Wang, Jun | |

## Errata: ``{O}n the computation of a table of complex cubic fields with discriminant {$D>-10\sp 6$}'' [{M}ath.\ {C}omp.\ {\bf 55} (1990), no.\ 191, 313-325; \refmr {MR}1023760 (90m:11155)\endrefmr]Fung, G. W. and Williams, Hugh | |

## Estimation of parameters in the location scale model under random right-censoringLu, Xuewen | |

## Every number is expressible as the sum of how many polygonal numbers?Guy, Richard | |

## Factoring integers before computersWilliams, Hugh and Shallit, J. O. | |

## Geometry of perturbation theoryCushman, Richard | |

## Halfway to a solution of {$X\sp 2-DY\sp 2=-3$}Mollin, Richard, Poorten, A. J. and Williams, Hugh | |

## Hopfian and co-{H}opfian zero-dimensional spacesDeo, Satya and Varadarajan, Kalathoor | |

## Identities in full transformation semigroupsP{\"o}schel, R., Sapir, M. V., Sauer, Norbert, Stone, Mike and Volkov, M. V. | |

## Integrable systems, harmonic maps and the classical theory of surfaces, Harmonic maps and integrable systems (Allan P. Fordy, John C. Wood, Editors):Melko, Mike and in Allan P. Fordy and John C. WoodHarmonic maps and integrable systems, | |

## Intermediate Statistics I with STATCALCNosal, Miloslav | |

## Invariant neutral subspaces for symmetric and skew real matrix pairsLancaster, Peter and Rodman, L. | |

## Isometric shift Operators on C(X)F.O. Farid and Varadarajan, Kalathoor | |

## Lag Window Estimation of the Degree of Differencing in Fractionally Integrated Time Series ModelsChen, Gemai and B. Abraham, S. Peiris | |

## Linked eigenvalue problems for the {$p$}-{L}aplacianBinding, Paul and Huang, Y. X. | |

## Low rank perturbations of strongly definitizable transformations and matrix polynomialsLancaster, Peter and Ye, Qiang | |

## Maximum convex hulls of connected systems of segments and of polyominoesBezdek, Karoly, Brass, Peter and Harborth, Heiko | |

## Nondegenerate {J}ordan subspaces of selfadjoint operators in indefinite spacesAzizov, T., Binding, Paul, Bogn{\'a}r, J. and Najman, B. | |

## On affine subspaces that illuminate a convex setBezdek, Karoly | |

## On a generalization of {H}ankel kernelNasim, Cyril and Aggarwala, Ben | |

## On certain homeomorphism groupsVaradarajan, Kalathoor | |

## On completely principally injective ringsNicholson, W. Keith, Yousif, M.F. and Yousif, Mohammed | |

## On hyperplanes and free subspaces of affine {K}lingenberg spacesBisztriczky, Ted and Lorimer, J. W. | |

## On quasi-continuous ringsNicholson, W. Keith, Yousif, M.F. and Yousif, Mohammed | |

## On some probability distributions associated with random walksConsul, Prem C. | |

## On stability of impulsive differential equations with delayBerezansky, L. and Braverman, Elena | |

## On the divisibility of homogeneous hypergraphsEl-Zahar, M. and Sauer, Norbert | |

## On the number of lattice hyperplanes which are needed to cover the lattice points of a convex bodyBezdek, Karoly and Hausel, T. inIntuitive geometry (Szeged, 1991) | |

## Orders in quadratic fields. {III}Mollin, Richard | |

## Ordinary {$3$}-polytopesBisztriczky, Ted | |

## Perfect fluid perturbations of cosmological spacetimes in Stewart's variablesBombelli, Luca, Couch, W.E. and Torrence, R. J. | |

## POLYTOPES: Abstract, Convex and ComputationalBisztriczky, Ted, McMullen, P., Scneider, R. and Ivic Weiss, A. | |

## Quadratic irrationals, ambiguous classes and symmetry in real quadratic fieldsMollin, Richard | |

## Quadratic residue covers for certain real quadratic fieldsMollin, Richard and Williams, Hugh | |

## Set-homogeneous graphsDroste, Manfred, Giraudet, Mich, Macpherson, Dugald and Sauer, Norbert | |

## Solutions Manual for Intermediate Statistics INosal, Miloslav | |

## Solution to a question of {A}.\ {B}eutelspacher on finite linear spacesBruen, Aiden | |

## Some bivariate families of {L}agrangian probability distributionsConsul, Prem C. | |

## Some {E}rd{\H o}s-{S}zekeres type results about points in spaceBisztriczky, Ted and Soltan, V. | |

## Some theorems in generalized nonlocal thermoelasticityDhaliwal, Ranjit S. and Wang, Jun | |

## Sturm-{L}iouville problems with eigenparameter dependent boundary conditionsBinding, Paul, Browne, Patrick and Seddighi, K. | |

## Symmetry-breaking bifurcations on multidimensional fixed point subspacesLari-Lavassani, Ali, Langford, William F. and Huseyin, Koncay | |

## Symmetry-breaking for leading order gradient maps in {${\bf R}\sp 2$} with applications to {${\rm O}(3)$}LeBlanc, Victor G., Lari-Lavassani, Ali and Langford, William F. | |

## The densest packing of ten congruent spheres in a cubeSchaer, Jonathan | |

## The {H}elly dimension relative to a latticeBeutelspacher, A. and Bezdek, Karoly inIntuitive geometry (Szeged, 1991) | |

## The stability theorems for subgroups of {$\scr A$} and {$\scr K$}Lari-Lavassani, Ali and Lu, Yung | |

## The vector field problem: a survey with emphasis on specific manifoldsKorba{\v{s}}, J and Zvengrowski, Peter | |

## Uncertainties in Greenhouse Gas Emission EstimatesNosal, Miloslav | |

## Uniqueness theorem in nonlocal thermoelasticityWang, Jun and Dhaliwal, Ranjit S. | |

## Unsolved problems in geometryCroft, Hallard T., Falconer, Kenneth J. and Guy, Richard | |

## Unsolved problems in number theoryGuy, Richard | |

## Use of the {R}abinowitsch polynomial to determine the class groups of a real quadratic fieldMollin, Richard |

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