Abstract
We discuss two natural questions concerning some properties of\break quasiinvariant and invariant measures: the existence of nonmeasurable sets with respect to such measures and the existence of a nonzero $\sigma$-finite quasiinvariant measure on a proper Borel subgroup of the real line.
Citation
A. B. Kharazishvili. "Some Remarks on Quasiinvariant and Invariant Measures." Real Anal. Exchange 24 (1) 427 - 434, 1998/1999.
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