The Structure of the Real Line

From MaRDI portal
Publication:3162100

DOI10.1007/978-3-0348-0006-8zbMath1219.26002OpenAlexW336475440MaRDI QIDQ3162100

Lev Bukovský

Publication date: 19 October 2010

Full work available at URL: https://doi.org/10.1007/978-3-0348-0006-8




Related Items (37)

Characterized subgroups of the circle groupSimultaneous universalityNon-meagre subgroups of reals disjoint with meagre setsLebesgue's density theorem and definable selectors for idealsStatistically characterized subgroups of the circle. II: Continued fractionsMore on Arhangel’skiĭ sheaf amalgamationsPorous functionsOn ideal equal convergence. IIDirichlet sets vs characterized subgroupsOn the computability of equitable divisionsModifications of sequence selection principlesYET ANOTHER IDEAL VERSION OF THE BOUNDING NUMBERSpecial subsets of the generalized Cantor space and generalized Baire spaceOn countably perfectly meager and countably perfectly null setsSet theory and the analystIdeal QN-spacesIdeal approach to convergence in functional spacesOn some generalizations of the Kirch's idealInvolutive uninorm logic with fixed point enjoys finite strong standard completenessPseudointersection numbers, ideal slaloms, topological spaces, and cardinal inequalitiesPointwise versus equal (quasi-normal) convergence via idealsOn effectively closed sets of effective strong measure zeroStatistically characterized subgroups of the circleLineability within Peano curves, martingales, and integral theoryPrinciple \(\mathrm{S}_1(\mathcal{P}, \mathcal{R})\): ideals and functionsIdeal weak QN-spacesBanach spaces of universal Taylor series in the disc algebraGeneralized kinds of density and the associated idealsOn supports of probability Bernoulli-like measuresGenerating subgroups of the circle using a generalized class of density functionsGenerating new ideals using weighted density via modulus functionsOn the structure of Borel ideals in-between the ideals \(\mathcal{ED}\) and fin \(\otimes\) fin in the Katětov orderOn the algebraic union of strongly measure zero sets and their relatives with sets of real numbersSelection principles in the Laver, Miller, and Sacks modelsProperties of simple density idealsSpurious limit functions of Taylor seriesOn Ohta-Sakai's properties of a topological space




This page was built for publication: The Structure of the Real Line