رسته ها و ساختارهای کلی جبری با کاربردها July 2014, Volume 2 - Number 1 (14 صفحه - از 23 تا 36)
This paper is a continuation of , in which we make use of the notion of a partial frame, which is a meet-semilattice in which certain designated subsets are required to have joins, and nite meets distribute over these. After presenting there our axiomatization of partial frames, which we call S-frames, we added structure, in the form of S-covers and nearness. Here, in the unstructured setting, we consider regularity, normality and compactness, expressing all these properties in terms of S-covers. We see that an S-frame is normal and regular if and only if the collection of all nite S-covers forms a basis for an S-uniformity on it. Various results about strong inclusions culminate in the proposition that every compact, regular S-frame has a unique compatible S-uniformity.کلیدواژه ها:
P ، frame ، Near ، Normal ، ness ، Approximation ، Strong ، Uniformity ، partial frame ، meet-semilattice ، strong inclusion ، uniform map ، core ection ، totally bounded ، regular ، compact. Mathematics ، S-frame ، Z-frame ، ،
- دریافت فایل ارجاع :
- (پژوهیار, , , )
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