Remarks on topological properties of Boehmians
Abbreviated Journal Title
Rocky Mt. J. Math.
generalized functions; Boehmians; TEMPERED BOEHMIANS; Mathematics
Spaces of Boehmians are equipped with a topology defined in a canonical way, but properties of that topology can differ significantly for different spaces of Boehmians. First we discuss an example of a space of Boehmians with trivial dual space. Then we show that the space of periodic Boehmians has a nontrivial dual space, but the topology is not locally convex. Finally, we give an example of a space of Boehmians that is a locally convex space.
Rocky Mountain Journal of Mathematics
"Remarks on topological properties of Boehmians" (2005). Faculty Bibliography 2000s. 5023.