Amrita Dey

collaborators

2 papers

math.GN2025

On the topology of convergence in measure, defined on the ring $M (X, A, I^¼)$

Amrita Dey

For a probability measure space $(X, A, I^¼)$ , the topology $M_{I^} ¼$ , is defined on the ring $M (X, A, I^¼)$ of real-valued measurable functions on $…

math.GN2025

The ring of real-valued functions which are continuous on a dense cozero set

Amrita Dey, Sagarmoy Bag, Dhananjoy Mandal

Let $T^{''} (X)$ and $T^{'} (X)$ denote the collections of all real-valued functions on $X$ which are continuous on a dense cozero set and on an open dense subset of $X$ respectively. $T''…

On the topology of convergence in measure, defined on the ring M(X,A,I^¼)

The ring of real-valued functions which are continuous on a dense cozero set

On the topology of convergence in measure, defined on the ring $M (X, A, I^¼)$