Singular Integrals of Non-convolution Type
These are even more general operators. However, since our assumptions are so weak, it is not necessarily the case that these operators are bounded on L'p.
Read more about this topic: Singular Integral
Famous quotes containing the words singular and/or type:
“And that singular anomaly, the lady novelist—
I don’t think she’d be missed—I’m sure she’d not be
missed!”
—Sir William Schwenck Gilbert (1836–1911)
“Mediocre people have an answer for everything and are astonished at nothing. They always want to have the air of knowing better than you what you are going to tell them; when, in their turn, they begin to speak, they repeat to you with the greatest confidence, as if dealing with their own property, the things that they have heard you say yourself at some other place.... A capable and superior look is the natural accompaniment of this type of character.”
—Eugène Delacroix (1798–1863)