7 papers
Socle of Hamiltonian Group
Sourav Koner, Biswajit Mitra
The socle of a group is the subgroup generated by all minimal normal subgroups of . In this short note, we determine the socle of a Hamiltonian group explicitly.
Studies of certain classes of functions and its connection with -embeddedness
Biswajit Mitra, Sanjib Das
We call a function in to be hard-bounded if is bounded on every hard subset, a special kind of closed subset, of . We call a subset of to be -embedded…
Few remarks on essential modules
Sourav Koner, Biswajit Mitra
In the present paper, modules over integral domains and principal ideal domains that are proper essential extensions of some submodules are classified. We introduce a new class of…
C(X) determines X -- an inherent theory
Biswajit Mitra, Sanjib Das
One of the fundamental problem in rings of continuous function is to extract those spaces for which C(X) determines X, that is to investigate X and Y such that C(X) isomorphic with…
Construction of nearly pseudocompactification
Biswajit Mitra, Sanjib Das
A space is nearly pseudocompact if and only if is dense in . If we denote , then $δX=X\cup(βX\backslash…
Two more characterisations of nearly pseudocompact space
Biswajit Mitra, Sanjib Das
In this paper we have obtained two more characterizations of nearly pseudocompact spaces.