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 2024 2023 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 continued fraction approach to the {D}iophantine equation {$ax\sp 2-by\sp 2=\pm1$}Mollin, Richard | |

## A counterexample in {S}turm-{L}iouville completeness theoryBinding, Paul and {\'C}urgus, Branko | |

## A Description of Continued Fraction Expansions of Quadratic Surds Represented by PolynomialsMollin, Richard | |

## A fast spectral subtractional solver for elliptic equationsBraverman, Elena, Epstein, Boris, Israeli, Moshe and Averbuch, Amir | |

## Algorithmic aspects of cubic function fieldsScheidler, Renate in Buell, DuncanProceedings of the Sixth Algorithmic Number Theory Symposium (ANTS-VI), Lecture Notes in Computer Science, vol. 3976 | |

## An algebraic model for the center problemBrudnyi, Alex | |

## An Asymptotic Theory for Semiparametric Generalized Least Squares Estimation in Partially Linear Regression ModelsChen, Gemai and You, Jinhong | |

## A New EWMA Control Chart for Monitoring both Location and DispersionChen, Gemai and S.W. Cheng, H. Xie | |

## An explicit expression for the first return map in the center probleBrudnyi, Alex | |

## A note on asymptotic distribution of products of sumsLu, Xuewen and Qi, Yongcheng | |

## A signature theorem for uniform matroidsBisztriczky, Ted | |

## Asset allocation with regime-switching: discrete-time caseCheung, Ka Chun and Yang, Hailiang | |

## A survey of morphic rings and modulesNicholson, W. Keith | |

## A symmetry completeness criterion for second-order differential equationsBates, Larry | |

## A transversal property of families of eight or nine unit disksBisztriczky, Ted | |

## Bayesian Reserving Models Inspired by Chain Ladder Methods and Implemented Using WinBUGSScollnik, David | |

## Block External Bootstrap in Partially Linear Models With Nonstationary Strong Mixing Error TermsChen, Gemai and You, Jinhong | |

## Bounds for the independent domination number of graphs and planar graphsMacGillivray, G. and Seyffarth, Karen | |

## B-spline Estimation for Partially Linear Regression Models With HeteroscedasticityChen, Gemai and J. You | |

## Canonical partitions of universal structuresLaflamme, Claude and Sauer, NorbertLet $\mathbb{U}=(U,\mathfrak{L})$ be a universal binary countable homogeneous structure and $n\in \omega$. We determine the equivalence relation $\mathcal{C}(n)(\mathbb{U})$ on $[U]^n$ with the smallest number of equivalence classes $r$ so that each one of the classes is indivisible. As a consequence we obtain \[ \mathbb{U}\to (\mathbb{U})^n_{<\omega/r} \] and a characterization of the smallest number $r$ so that the arrow relation above holds. For the case of infinitely many colors we determine the canonical set of equivalence relations, extending the result of Erd\H{o}s and Rado for the integers to countable universal binary homogeneous structures. | |

## Claim Size ProcessesCheung, Ka Chun and Hailiang Yang inEncyclopedia of Actuarial Science | |

## Class numbers, quadratics, and exponential Diphantine equationsMollin, Richard | |

## Clean endomorphism ringsNicholson, W. Keith, Varadarajan, K. and Zhou, Y. | |

## Clean rings: A surveyNicholson, W. Keith and Zhou, Y. | |

## Clean rings: A surveyNicholson, W. Keith and Zhou, Y. | |

## Combination of general antithetic transformations and control variablesLemieux, Christiane, Pierre L'Ecuyer and Hatem Ben-Ameur | |

## Computing Average Run Lengths for the MaxEWMA ChartChen, Gemai and M.E. Calzada, S.M. Scariano | |

## Constructions from empty polygonsBisztriczky, Ted, K. Hosono, Gy. Karolyi and M. Urabe | |

## Crop Responses to Air Quality in the West Central Region of Alberta: Foliar Injury Responses of Saskatoon Serviceberry (Amelanchier alnifolia Nutt.) and Yield Responses of Alfalfa (Medicago sativa L.)Krupa, S. V., Nosal, Miloslav, Ryl, E. and Legge, A. H. | |

## {$C\sp *$}-algebras associated with topological relationsBrenken, B. | |

## Delay differential logistic equations with harvestingBerezansky, L., Braverman, Elena and Idels, L. | |

## Distinct distances in the planeToth, Csaba and JÃ³zsef Solymosi | |

## Distribution of words with a predefined range of mismatches to a DNA probe in bacterial genomes, Bioinformatics:Melko, Mike and Arcady R. Mushegian | |

## Dividing polynomials when you only know their valuesAmiraslani, Amirhossein | |

## Effective Size and Loss of Heterozygosity on subdivided populationGezahagne, Azamed | |

## Effects of Foot Orthoses on the Musculoskeletal System of Recreational Runners: A Functional Data Analsysis ApproachAmuah, Joseph | |

## Empirical likelihood for the additive risk model.Lu, Xuewen and Qi, Yongcheng | |

## Endomorphisms of type {I} von {N}eumann algebras with discrete centerBrenken, B. | |

## Equivalence of inverse {S}turm-{L}iouville problems with boundary conditions rationally dependent on the eigenparameterBinding, Paul, Browne, Patrick and Watson, Bruce | |

## "Ergodic theory and its application to the analysis of nucleic acid sequences" Proceedings of the South Dakota Academy of Sciences 83: 55-63Melko, Mike | |

## Estimating the Value of Reduced Ozone Exposure on Managed Forests for the Air Quality Valuation Model, 1Natural Resources CanadaNosal, Miloslav | |

## EWMA Charts for Monitoring the Mean Censored Weibull LifetimesChen, Gemai and Zhang, Lingyun | |

## Good Orbital IntegralsCunningham, Clifton and Hales, Thomas | |

## Grauert- and Lax-Halmos-type theorems and extension of matrices with entries in H^\inftyBrudnyi, Alex | |

## Hamiltonian {H}opf bifurcation of the hydrogen atom in crossed fieldsEfstathiou, K., Cushman, Richard and Sadovski{\'{\i}}, D. A. | |

## HIV/AIDS Modeling:A Case for Universal Medicaid in AmericaAggarwala, Ben | |

## Illuminating labyrinthsToth, Csaba | |

## Infinitely Many Quadratic Diophantine Equations Solvable Everywhere Locally but Not Solvable GloballyMollin, Richard | |

## Influence of a commercial warm chlorinated water treatment and packaging on the shelf-life of ready-to-use lettuceMcKellar, R.C., Odumeru, J., Zhou, T., Harrison, A., Mercer, D.G., Young, J.C., Lu, Xuewen, Boulter, J., Piyasena, P. and Karr, S. | |

## Inverse Modeling of Aerosol Dynamics: Condensational GrowthHenze, D. K., Seinfeld, J.H., Liao, Wenyuan, Sandu, Adrian and Carmichael, G.R. | |

## JPEG compression of stereoscopic digital images for diagnosis of diabetic retinopathy via tele-ophthalmologyBaker, C, Rudnisky, CJ, Tennant, M, Sanghera, P, Hinz, B, de Leon, Alexander and Greve, M | |

## Large transversals to small families of unit disksBisztriczky, Ted | |

## Maximal asymptotic biases of M-estimators of location with preliminary scale estimatesCollins, John and Szatmari-Voicu, Daniela | |

## Millennial-scale Relationships of Diatom Species Richness and Production in Two Prairie LakesChen, Gemai and J. Rusak, P. Leavitt, S. McGowan, O. Olson, S. Wunsam | |

## Modeling of Variance and Volatility Swaps for Fiancial Markets with Stochastic VolatilitySwishchuk, Anatoliy | |

## Modern algebra with applicationsGilbert, William J. and Nicholson, W. Keith | |

## Modiﬁed censored moment estimation for the two-parameter BirnbaumSaunders distributionWang, Z., Desmond, A.F. and Lu, Xuewen | |

## Monodromy in the resonant swing springDullin, Holger, Giacobbe, Andrea and Cushman, Richard | |

## Monodromy of the quantum {$1:1:2$} resonant swing springGiacobbe, A., Cushman, Richard, Sadovski{\'{\i}}, D. A. and Zhilinski{\'{\i}}, B. I. | |

## On {B}ohl-{P}erron type theorems for linear difference equationsBerezansky, L. and Braverman, Elena | |

## On coincidence points of mappings of torus to a surfaceBogatyi, Semeon, Kudryavtseva, Elena and Zieschang, Heiner | |

## On impulsive {B}everton-{H}olt difference equations and their applicationsBerezansky, Leonid and Braverman, Elena | |

## On oscillation of nonlinear delay equations of population dynamicsBerezansky, Leonid, Braverman, Elena and Idels, Lev | |

## On seven points in the boundary of a plane convex body in large relative distancesLangi, ZsoltBy the relative distance of points $p$ and $q$ of a convex body $C$ we mean the ratio of the Euclidean length of the segment $pq$ to the half of the Euclidean length of a longest chord of C parallel to $pq$. We show that in the boundary of every plane convex body there exist seven points in pairwise relative distances at least $2 \over 3$. We also give an estimate in case of three points. | |

## On the Secruity of the BB84 Quantum Key Distribution ProtocolCannings, Richard and Cannings, Richard | |

## Ordering optimal proportions in the asset allocation problem with dependent default risksCheung, Ka Chun and Yang, Hailiang | |

## Preliminary Test Estimation of the Parameters of Simple Linear Model with Measurement ErrorKim, Hyang Mi and Saleh, A.K.Md.E | |

## Pricing Options and Variance Swaps in Markov-Modulated Brownian and Fractional Brownian MarketsSwishchuk, Anatoliy and Elliott, Robert | |

## Principal rings with the dual of the isomorphism theoremNicholson, W. Keith and Campos, E. | |

## Projections in the space H^\infty and the corona theorem for subdomains of coverings of finite bordered Riemann surfacesBrudnyi, Alex | |

## Quadruple trigonometrical series equations and their application to an inclusion problem in the theory of elasticitySingh, B. M., Rokne, J. and Dhaliwal, Ranjit S. | |

## Radical classes of polynomial ringsKhan, Muhammad Ali and M. Aslam | |

## Ramsey degrees of finite ultrametric spaces, Ultrametric Urysohn spaces and dynamics of their isometry groupsNguyen Van ThÃ©, Lionel | |

## Rational methods for recognizing generalized homogeneous functorsBauer, Kristine and McCarthy, Randy | |

## Realization of primitive branched coverings over closed surfacesBogatyi, Semeon A., Goncalves, Daciberg L., Kudryavtseva, Elena and Zieschang, Heiner | |

## Remote Preparation and Distribution of Bipartite Entangled StatesGour, Gilad and Sanders, Barry | |

## Rings in which elements are uniquely the sum of an idempotent and a unitNicholson, W. Keith and Zhou, Y. | |

## Rings with the dual of the isomorphism theoremNicholson, W. Keith and Sanchez Campos, E. | |

## Root vectors for geometrically simple two-parameter eigenvaluesBinding, Paul and Ko{\v{s}}ir, Toma | |

## Simple curves on surfaces and an analog of a theorem of Magnus for surface groupsBogopolski, Oleg V., Kudryavtseva, Elena and Zieschang, Heiner | |

## Sphere packings in 3-spaceBezdek, Karoly in | |

## Testing regression models: a strong martingale approachBurke, Murray | |

## Tests of transformation in nonlinear regressionYang, Zhenlin and Chen, Gemai | |

## The arithmetic of certain cubic function fieldsBauer, MarkIn this paper, we discuss the properties of curves of the form $y^3=f(x)$ over a given field K of characteristic different from 3. If $f(x)$ satisfies certain properties, then the Jacobian of such a curve is isomorphic to the ideal class group of the maximal order in the corresponding function field. We seek to make this connection concrete and then use it to develop an explicit arithmetic for the Jacobian of such curves. From a purely mathematical perspective, this provides explicit and efficient techniques for performing arithmetic in certain ideal class groups which are of fundamental interest in algebraic number theory. At the same time, it provides another source of groups which are suitable for Diffie-Hellman type protocols in cryptographic applications. | |

## The Conductor of Lecacheux\'s Parametric Family of Cyclic Quintic FieldsSilvester, Alan, Spearman, Blair K. and Williams, Kenneth S.A formula for the conductor of Lecacheux\'s parametric family of cylic quintic fields is given. | |

## The Kneser-Poulsen Conjecture for Spherical PolytopesBezdek, Karoly and Connelly, RobertIf a finite set of balls of radius pgr/2 (hemispheres) in the unit sphere Sn is rearranged so that the distance between each pair of centers does not decrease, then the (spherical) volume of the intersection does not increase, and the (spherical) volume of the union does not decrease. This result is a spherical analog to a conjecture by Kneser (1954) and Poulsen (1955) in the case when the radii are all equal to pgr/2. | |

## The odd symplectic group in geometryBates, Larry and Cushman, Richard | |

## The {R}eissner-{S}agoci type problem for a non-homogeneous elastic cylinder embedded in an elastic non-homogeneous half-spaceRokne, J., Singh, B. M., Dhaliwal, Ranjit S. and Vrbik, J. | |

## When the Central Norm is 2 in the Simple Continued Fraction Expansion of a Quadratic SurdMollin, Richard | |

## Winning ways for your mathematical plays. {V}ol. 4Berlekamp, Elwyn R., Conway, John H. and Guy, Richard |

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