Rocky Mountain Journal of Mathematics

Volume 26, Number 2

Spring 1996

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Table of Contents, Rocky Mountain Journal of Mathematics, vol. 26, no. 2, (1996)
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Rings of Endomorphisms of Semigroup-Graded ModulesGene Abrams and Claudia Menini; 375 - 406
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A New Sufficient Condition for the Denseness of Norm Attaining OperatorsMaría D. Acosta, Francisco J. Aguirre, and Rafael Payá; 407 - 418
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Decaying Solutions of Elliptic Systems in $R^n$W. Allegretto and P.O. Odiobala; 419 - 437
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Factorization in Commutative Rings with Zero DivisorsD.D. Anderson and Silvia Valdes-Leon; 439 - 480
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On Martindale's TheoremP.N. Ánh and L. Márki; 481 - 483
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Some Subclasses of BMOA and their Characterization in Terms of Carleson MeasuresR. Aulaskari, David A. Stegenga, and Jie Xiao; 485 - 506
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Closed Geodesics on Ideal Polyhedra of Dimension 2C. Charitos; 507 - 521
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$L^p$ Matrix Coefficients for Nilpotent Lie GroupsLawrence Corwin and Calvin C. Moore; 523 - 544
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Piecewise Monotonic Doubling MeasuresDavid Cruz-Uribe, SFO; 545 - 583
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On Convergence of Conditional Expectation OperatorsC. Bryan Dawson; 585 - 592
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The Baer-Kaplansky Theorem for a Class of Global Mixed GroupsSteve T. Files and William J. Wickless; 593 - 613
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A Set of Polynomials Associated with the Higher Derivatives of $y=x^x$ H.W. Gould; 615 - 625
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Cauchy Transforms of Measures and Weighted Shift Operators on the Disc AlgebraR. Hibschweiler and E. Nordgren; 627 - 654
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The Penney-Fujiwara Plancherel Formula for Gelfand PairsRonald L. Lipsman; 655 - 677
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The Spectral Theory of Second Order Two-Point Differential Operators III. The Eigenvalues and Their Asymptotic FormulasJohn Locker; 679 - 706
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Ultrafilters over $\N$ and Operators on $L^1$Minos A. Petrakis; 707 - 717
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Zeta Regularized Products and Functional Determinants on SpheresJ.R. Quine and J. Choi; 719 - 729
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The Asymptotic Behavior of a Reducible System of Nonlinear Integral EquationsJ. Radcliffe and L. Rass; 731 - 752
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On Solvable Quintics $X^5+aX+b$ and $X^5+aX^2+b$Blair K. Spearman and Kenneth S. Williams; 753 - 772
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Quaternionic Bundles on Algebraic SpheresRichard G. Swan; 773 - 791
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