In this paper, we first explore more properties of soft somewhere dense continuous
functions. Then, we discuss the preservation of soft Baire property and soft Baire category …

Soft continuity can contribute to the development of digital images and computational
topological applications other than the field of soft topology. In this work, we study a new …

In this paper, we study soft sets of the first and second Baire categories. The soft sets of the
first Baire category are examined to be small soft sets from the point of view of soft topology …

This article starts with a study of the congruence of soft sets modulo soft ideals. Different
types of soft ideals in soft topological spaces are used to introduce new weak classes of soft …

The paper starts with the main properties of the class of soft somewhere dense open
functions and follows their connections with other types of soft open functions. Then …

The classical density topology is derived from the Lebesgue density points of Lebesgue
measurable sets. Wilczynski proposed a more general scheme for defining density points. It …

Following van Douwen, we call a soft topological space soft nodec if every soft nowhere
dense subset of it is soft closed. This paper considers soft nodec spaces, which contain soft …

Thangaraj and Balasubramanian introduced the so-called somewhat fuzzy semicontinuous
and somewhat fuzzy semiopen functions. Two years later, the same authors defined two …

This paper is divided into two parts. The first part deals with soft submaximal spaces, where
we present new theorems and some basic facts. Further, we successfully find a requirement …

We define and characterize the notion of (i, j)-Baireness for bilocales. We also give internal
properties of (i, j)-Baire bilocales which are not translated from properties of (i, j)-Baireness …