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:
“The spider-mind acquires a faculty of memory, and, with it, a singular skill of analysis and synthesis, taking apart and putting together in different relations the meshes of its trap. Man had in the beginning no power of analysis or synthesis approaching that of the spider, or even of the honey-bee; but he had acute sensibility to the higher forces.”
—Henry Brooks Adams (1838–1918)
“Only that type of story deserves to be called moral that shows us that one has the power within oneself to act, out of the conviction that there is something better, even against one’s own inclination.”
—Johann Wolfgang Von Goethe (1749–1832)