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, risk and/or measure:
“To criticize is to appreciate, to appropriate, to take intellectual possession, to establish in fine a relation with the criticized thing and to make it ones own.”
—Henry James (18431916)
“Anyone who takes himself too seriously always runs the risk of looking ridiculous; anyone who can consistently laugh at himself does not.”
—Václav Havel (b. 1936)
“Rejoice, and men will seek you;
Grieve, and they turn and go.
They want full measure of all your pleasure,
But they do not need your woe”
—Ella Wheeler Wilcox (18501919)