Measure Zero Sets with Non-Measurable Sum
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- Type
- article
- Published
- 2002-01-01
- Cited by
- 14
- References
- 8
- Access
- Open access
- OpenAlex
- https://openalex.org/W1516195074
- Semantic Scholar
- https://api.semanticscholar.org/CorpusID:117891949
Keywords
Mathematics, Null set, Measure (data warehouse), Zero (linguistics), Cantor set
References
- Sur la question de la mesurabilité de la base de M. Hamel
- An Extension of a Theorem of Ash on Generalized Differentiability
- Measure Zero Sets Whose Algebraic Sum Is Non-Measurable
- Symmetric Properties of Real Functions
- A Pathological Lebesgue-Measurable Function
- REPAIRING THE PROOF OF A CLASSICAL DIFFERENTIATION RESULT
Cited by
- Algebraic sums of sets in Marczewski-Burstin algebras.
- On nonmeasurable images
- ON MEASURABILITY OF ALGEBRAIC SUMS OF SMALL SETS
- Remarks on nonmeasurable unions of big point families
- On continuity of measurable group representations and homomorphisms
- Cantor Set in Measure Theory
- On a bad descriptive structure of Minkowski’s sum of certain small sets in a topological vector space
- A Pl\"unnecke-Ruzsa inequality in compact abelian groups
- Non-meagre subgroups of reals disjoint with meagre sets
- Contributions to noncommutative harmonic analysis and duality problems
- Nonmeasurable products of absolutely negligible sets in uncountable solvable groups
- On the Existence of the Adversarial Bayes Classifier (Extended Version)
- Ultraproducts and the Foundations of Higher Order Fourier Analysis
- Study of Localization for Disordered Systems on Quantum Graphs
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