Re: A set containing a nonempty open interval
- From: "Amanda" <sca18@xxxxxxxxxxx>
- Date: 26 Aug 2005 11:33:14 -0700
Oh, there's a typo, of course i mean, if a set A has positive
Lebesgue measure, then (A + A)/2 = {(x + y)/2 | x and y are in A}
contains a non-empty open interval.
.
- Follow-Ups:
- Re: A set containing a nonempty open interval
- From: David C . Ullrich
- Re: A set containing a nonempty open interval
- From: Robert Israel
- Re: A set containing a nonempty open interval
- References:
- A set containing a nonempty open interval
- From: Amanda
- A set containing a nonempty open interval
- Prev by Date: Re: A set containing a nonempty open interval
- Next by Date: Re: measuring a function
- Previous by thread: Re: A set containing a nonempty open interval
- Next by thread: Re: A set containing a nonempty open interval
- Index(es):