Real Analysis Exchange

Volume 24, Number 2

1998/1999

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Table of Contents, Real Analysis Exchange, vol. 24, no. 2 1998-1999
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Editorial Messages483 - 484
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Darboux Like Functions. Old Problems and New Results Richard G. Gibson and Tomasz Natkaniec; 487 - 496
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Limits of Transfinite Sequences of Baire-2 FunctionsPéter Komjáath; 497 - 502
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Density of Periodic Orbits in ω-Limit Sets with the Hausdorff MetricAlexander Blokh; 503 - 522
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Thomsonʼs Variational MeasureVasile Ene; 523 - 566
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Extension of Submultiplicativity and Supermultiplicativity of Orlicz FunctionsH. Hudzik, L. Maligranda, M. Mastylo, and L. E. Persson; 567 - 578
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Variations on a Theorem on Rings of Continuous FunctionsF. S. Cater; 579 - 588
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On Sums and Products of Extendable FunctionsJan Jastrzȩbski and Tomasz Natkaniec; 589 - 598
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Compositions of Darboux and Connectivity FunctionsKrzysztof Ciesielski and Kenneth R. Kellum; 599 - 606
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Everywhere of Second Category SetsArnold W. Miller and Kandasamy Muthuvel; 607 - 614
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Uniformly Antisymmetric Functions with Bounded RangeKrzysztof Ciesielski and Saharon Shelah; 615 - 620
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On Ideals of Extensions of Rings of Continuous FunctionsRyszard Jerzy Pawlak; 621 - 634
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Structure of the Set of Continuous Functions with Luzinʼs Property (N)P. Holický, S. P. Ponomarev, L. Zajíček, and M. Zelený; 635 - 656
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Making Borel Functions Look ContinuousSlawomir Solecki; 657 - 662
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Two Constructions of Sierpiński and Some Cardinal Invariants of IdealsMiklós Laczkovich; 663 - 676
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Rearrangeable Functions on the Real LineVittorino Pata and Pietro Ursino; 677 - 694
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Separately Continuity Functions in a New Sense Are ContinuousOmar P. Dzagnidze; 695 - 702
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Absolutely Measurable Functions on ManifoldsTogo Nishiura; 703 - 728
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Sums of Darboux-Like Functions from ℝn to ℝmFrancis Jordan; 729 - 760
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On Reverse Weak (1,1)-Type Inequalities for Maximal Operators with Respect to Arbitrary MeasuresLasha Ephremidze; 761 - 764
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Iterative Stability in the Class of Continuous FunctionsT. H. Steele; 765 - 780
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A Note on Periodic Points and Commuting FunctionsT. H. Steele; 781 - 790
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On Some Properties of Quasi-Uniform Convergence and Quasi-Continuous FunctionsMihaela Racilă; 791 - 798
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A Variational Integral for Banach-Valued FunctionsValentin A. Skvortsov and Alexei P. Solodov; 799 - 806
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Points of Weak Symmetric ContinuityMarcin Szyszkowski; 807 - 814
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A Martingale Closure Theorem for A-Integrable Martingale SequencesValentin Skvortsov; 815 - 820
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The Set of Continuous Functions with Zero Topological EntropyT. H. Steele; 821 - 826
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Sierpiński--Zygmund Functions that have the Cantor Intermediate Value PropertyKrzysztof Banaszewski and Tomasz Natkaniec; 827 - 836
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Measure-Preserving Maps of ℝnTogo Nishiura; 837 - 842
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A 1-Dimensional Subset of the Reals that Intersects Each of its Translates in at Most a Single PointTamás Keleti; 843 - 845
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Some Properties of Variational MeasuresBrian S. Thomson; 845 - 854
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A Simple Proof That (s)/(s0) is a Complete Boolean AlgebraStewart Baldwin and Jack Brown; 855 - 859
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The Dynkin System Generated by the Large Balls of ℝnTamás Keleti; 859 - 866
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On an Improvement of the Hake TheoremVasile Ene; 867 - 873
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Yet a Shorter Proof of an Inequality of Cutler and OlsenOndřej Zindulka; 873 - 875
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The Hausdorff Dimension of Hilbertʼs Coordinate FunctionsMark McClure; 875 - 884
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On a Problem of Faure and GuénardVasile Ene; 885 - 886
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