Skip to main content
MathOverflow
problemath's user avatar
problemath's user avatar
problemath's user avatar
problemath
  • Member for 12 years, 10 months
  • USA
Profile Activity

3 Actions

All Accepts Posts Badges Comments Revisions Reviews Suggestions
comment
$A \perp B$ and $A+B\perp r\left( 2A+B\right)$ for some continuous function $r$. Is there such a triplet $\left( A,B,r\right) $ with non-constant function $r$?
Will, thank you for the link, I looked there but did not find anything related to my question. James, thanks, I too think the answer should be "no" but no luck proving it.
awarded
 Student
asked
$A \perp B$ and $A+B\perp r\left( 2A+B\right)$ for some continuous function $r$. Is there such a triplet $\left( A,B,r\right) $ with non-constant function $r$?