urban public spaces are the most important instruments to strengthen the participation of civil society as an arena of all groups both men and women. women as half of the public spaces users should use urban public spaces as well as men easily and they must feel comfortable in these kinds of places. however, experiences and also the result of researches have shown that women do not benefit equa...

in the logic section of the hikmat al-ishraq (the philosophy of illumination), suhrawardi innovatively makes the three modes (necessity, possibility and impossibility) part of the predicate, thus considering the mode of all propositions to be ‘necessary’. insofar as the modes are also discussed in other topics in logic such as contradiction, conversion and syllogism, this innovation also influe...

Abstract We study the $E_2$ -algebra $\Lambda \mathfrak {M}_{*,1}:= \coprod _{g\geqslant 0}\Lambda {M}_{g,1}$ consisting of free loop spaces moduli Riemann surfaces with one parametrised boundary component, and compute homotopy type group completion $\Omega B\Lambda {M}_{*,1}$ : it is product ^{\infty }\mathbf {MTSO}(2)$ a certain }$ -space depending on family all boundary-irreducible mapping c...

The article deals with the digitalisation of planning from a sociological perspective. authors summarise results their international empirical research in an analysis which they place everyday digital practices at centre considerations, where profound and intricate affects occur level embodied practices, spatial knowledge, processes, workplaces. examine use tools different study sites particula...

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).