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Statistical linear spaces. II. Strongest t-norm. (English) Zbl 0662.46013
This paper is devoted to one of the most important cases of SLM-spaces when the generalized triangular inequality is given in the strongest form, i.e. using the t-norm $$T(a,b)=\min (a,b)$$. Only in Theorem 11 a case of a weaker t-form is considered. [For part I see ibid. 20, 58-72 (1984; Zbl 0542.46006)].
##### MSC:
 46A99 Topological linear spaces and related structures 54A40 Fuzzy topology
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##### References:
 [1] J. Michálek: Statistical linear spaces. Part I. Properties of $$\epsilon , \eta$$-topology. Kybernetika 20 (1984), 1, 58-72. · Zbl 0542.46006 · eudml:28833
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