Children, their families and teachers are working playing in the context of ongoing challenges presented by COVID-19 pandemic. During successive lockdowns, restrictions on domestic spaces to play, social distancing homeschooling have impacted diverse ways children’s access play. Additionally, which pandemic has both exacerbated uncovered inequality led concept ‘lost learning’. While it is impor...

The representation of physical space has traditionally focused on keyphrases such as “Computer Science Building” or “Physics Department” that help us in describing and navigating physical spaces. However, such keyphrases do not capture many properties of physical space. As with the assignment of a keyword to describe a piece of text, these constructs sacrifice meaningful information for abstrac...

conclusions the findings of this study indicated that the economic burden of tbis was high in fatal accidents in fars province so that it was equivalent to 0.00011% of iran’s gross domestic product (gdp) in 2013. therefore, more attention has to be paid to the rules to prevent the fatal accidents. results deaths resulting from tbis due to traffic accidents in shiraz imposed 6.2 billion rials (5...

In this paper connected operators from mathematical morphology are extended to a wider class of operators, which are based on connectivities in higher dimensional spaces, similar to scale spaces, which will be called attribute-spaces. Though some properties of connected filters are lost, granulometries can be defined under certain conditions, and pattern spectra in most cases. The advantage of ...

THISARTICLE FOCUSES ON THE RELATIONSHIP between people and the spaces that they inhabit on a college campus. A folkloristic approach to the study of space examines the way people shape space through their practices and the way space shapes people's practices. People shape space through the way they organize physical objects in their environment, the way they talk in spaces they inhabit, and the...

Several generalized Wallman type spaces are considered as well as various lattices of subsets therein. In particular, regularity of these lattices and consequences are investigated. Also considered are necessary and sufficient conditions for these lattices to be Lindel6f as well as replete, prime complete, and fully replete.

We prove the existence of designs of small size in a number of contexts. In particular our techniques can be applied to prove the existence of ndesigns on S of size Od(n d log(n)d−1).

A separable Banach space X contains l1 isomorphically if and only if X has a bounded fundamental total wc∗0-stable biorthogonal system. The dual of a separable Banach space X fails the Schur property if and only if X has a bounded fundamental total wc∗0-biorthogonal system.

In this article we introduce the difference double sequence spaces 2`∞(∆, q), 2c(∆, q), 2c0(∆, q), 2c(∆, q), 2c0 (∆, q), 2c (∆, q) and 2c0 (∆, q) defined over a seminormed space (X, q), seminormed by q. We examine some topological and algebraic properties of these spaces like symmetricity, solidness, monotonocity, convergence free, nowhere densenes etc. We prove some inclusion results too.