Lipschitz image of a measure-null set can have a null complement

Israel Journal of Mathematics

Volumn 118, Issue , 2000, Pages 207-219

  Lindenstrauss, J ^a   Matouskova E ^b   Preiss, D ^c  

^a HEBREW UNIVERSITY OF JERUSALEM   (Israel)

^b MATHEMATICAL INSTITUTE   (Czech Republic)

^c UNIVERSITY COLLEGE LONDON   (United Kingdom)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 0345753621     PISSN: 00212172     EISSN: 15658511     Source Type: Journal    
DOI: 10.1007/BF02803523     Document Type: Article

References (6)

1. Y. Benyamini and J. Lindenstrauss, Geometric non-linear functional analysis, Volume 1, Colloquium Publication No. 48, American Mathematical Society, Providence, 1999.
2. D. Burago and B. Kleiner, Separated nets in Euclidean space and Jacobians of biLipschitz maps, Geometric and Functional Analysis 8 (1998), 273-282.
3. M. Csörnyei, Aronszajn null and Gaussian null sets coincide, Israel Journal of Mathematics 111 (1999), 191-201.
4. D. J. Ives and D. Preiss, Not too well differentiate Lipschitz isomorphisms, Israel Journal of Mathematics 115 (2000), 343-353.
5. E. Matoušková, Lipschitz images of Haar null sets, The Bulletin of the London Mathematical Society, to appear.
6. C. T. McMullen, Lipschitz maps and nets in Euclidean space, Geometric and Functional Analysis 8 (1998), 304-314.