(function(doc, html, url) { var widget = doc.createElement("div"); widget.innerHTML = html; var script = doc.currentScript; // e = a.currentScript; if (!script) { var scripts = doc.scripts; for (var i = 0; i < scripts.length; ++i) { script = scripts[i]; if (script.src && script.src.indexOf(url) != -1) break; } } script.parentElement.replaceChild(widget, script); }(document, '

Generalized Tychonoff theorem in L-fuzzy supratopological spaces

What is it about?

In this paper, using the structures of (L,L)-fuzzy product supratopological spaces which were introduced by Hu Zhao and Gui-xiu Chen, we give a proof of generalized Tychonoff theorem in L-fuzzy supratopological spaces by means of implication operations.

Why is it important?

However, some results on compactness in (L,M)- fuzzy product supratopological spaces were not given, including some similar results on precompactness, semi-compactness and sp-compactness in (L,M)-fuzzy topological product spaces were not obtained, especially when M is equal to L.

Read more on Kudos…
The following have contributed to this page:
Hu Zhao
' ,"url"));