Boehmians and pseudoquotients
Abbreviated Journal Title
Appl. Math. Inf. Sci.
Mikusinski operators; regular operators; Boehmians; pseudoquotients; tempered distributions; Bochner Theorem; GENERALIZED-FUNCTIONS; FOURIER-TRANSFORM; RADON-TRANSFORM; Mathematics, Applied; Physics, Mathematical
We consider the algebraic constructions of Boehmians and pseudoquotients, explain the motivation for these ideas, describe early developments and later modifications, and indicate some of their applications. While the majority of applications are in the area of generalized functions and generalized integral transforms, some recent developments suggest that Boehmians and pseudoquotients can provide useful and versatile tools for constructing new objects in other areas of mathematics.
Applied Mathematics & Information Sciences
"Boehmians and pseudoquotients" (2011). Faculty Bibliography 2010s. 1666.