Relation With Deviation Risk Measure
There is a one-to-one relationship between a deviation risk measure D and an expectation-bounded risk measure where for any
- .
is called expectation bounded if it satisfies for any nonconstant X and for any constant X.
Read more about this topic: Risk Measure
Famous quotes containing the words relation with, relation, risk and/or measure:
“There is a constant in the average American imagination and taste, for which the past must be preserved and celebrated in full-scale authentic copy; a philosophy of immortality as duplication. It dominates the relation with the self, with the past, not infrequently with the present, always with History and, even, with the European tradition.”
—Umberto Eco (b. 1932)
“To be a good enough parent one must be able to feel secure in ones parenthood, and ones relation to ones child...The security of the parent about being a parent will eventually become the source of the childs feeling secure about himself.”
—Bruno Bettelheim (20th century)
“The reality is that zero defects in products plus zero pollution plus zero risk on the job is equivalent to maximum growth of government plus zero economic growth plus runaway inflation.”
—Dixie Lee Ray (b. 1924)
“We say that every man is entitled to be valued by his best moment. We measure our friends so. We know, they have intervals of folly, whereof we take no heed, but wait the reappearings of the genius, which are sure and beautiful.”
—Ralph Waldo Emerson (18031882)