During 1992 and 1993 Paul Terwilliger introduced a new tool called the subconstituent algebra for studying the underlying structure of association schemes through a series of three papers [21], [22], and [23]. Terwilliger introduced a method for studying commutative association schemes by defining a new algebra that is noncommutative, finite dimensional, semisimple C-algebra. The subconstituent algebra is now popularly referred to as the Terwilliger algebra.

Gasoline prices usually show a laggier response to crude-oil price reduction than to crude-oil price increases.

All this was extraordinarily distasteful to Churchill.[…]Never before had he felt such repulsion when the vicar displayed his characteristic bluntness or coarseness of speech. In the present connexion—or rather as a transition from the subject that started their conversation—such talk had been distressingly out of place.

He made it to match point three times and still lost, but you can't come much closer than that.