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:
“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 one’s own.”
—Henry James (1843–1916)
“The adolescent does not develop her identity and individuality by moving outside her family. She is not triggered by some magic unconscious dynamic whereby she rejects her family in favour of her peers or of a larger society.... She continues to develop in relation to her parents. Her mother continues to have more influence over her than either her father or her friends.”
—Terri Apter (20th century)
“When a man leaves his mistress, he runs the risk of being betrayed two or three times daily.”
—Stendhal [Marie Henri Beyle] (1783–1842)
“Marching is when the pulse of the hero beats in unison with the pulse of Nature, and he steps to the measure of the universe; then there is true courage and invincible strength.”
—Henry David Thoreau (1817–1862)