Results 81 to 90 of about 3,484,215 (187)
MORPHOLOGICAL SAMPLING OF CLOSED SETS
We briefiy survey the standard morphological approach (Heijmans, 1994) to the sampling (or discretization) of sets. Then we summarize the main results of our metric theory of sampling (Ronse and Tajine, 2000; 2001; 2002; Tajine and Ronse, 2002), which can be used to analyse several sampling schemes, in particular the morphological one.
Ronse, Christian, Tajine, Mohamed
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In this work we consider the closure operator with the equality predicate branching (E-operator) on the set of hyperfunctions on two-element set. With respect to this operator closed classes of hyperfunctions are generated.
V.I. Panteleev, L.V. Ryabets
doaj
Neutrosophic Closed Set and Neutrosophic Continuous Functions [PDF]
In this paper, we introduce and study the concept of "neutrosophic closed set "and "neutrosophic continuous function". Possible application to GIS topology rules are touched upon.
A. A. Salama +2 more
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Chance-level hit rates in closed-set, forced-choice audiometry and a novel utility for the significance test-based detection of malingering. [PDF]
Steffens T, Steffens LM, Marcrum SC.
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A Decomposition of \alpha-continuity and \mu\alpha-continuity
The main purpose of this paper is to introduce the concepts of *\eta-sets, **\eta-sets, *\eta-continuity and **\eta-continuity and to obtain decomposition of \alpha-continuity and \mu\alpha-continuity in topological spaces.
Selvaraj Ganesan
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Between semi-closed sets and semi-pre-closed sets
The author introduces a new class of generalized closed sets which he calls \(\psi\)-closed sets. A subset \(A\) of a topological space \(X\) is said to be \(\psi\)-closed if \(\text{scl}(A) \subseteq U\) whenever \(A\subseteq U\) and \(U\) is sg-open in \(X\).
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Between Closed Sets and g𝝎-Closed Sets
C. Loganathan +2 more
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ON SOME NEW SUBSETS OF NANO TOPOLOGICALSPACES
Abstaract−In this paper, we introduce some kernels in nano topological spaces, nano ∧r-set and nano λ-closed sets investigate some of their ...
Ilangovan Rajasekaran, Ochanan Nethaji
doaj
g¨-LOCALLY CLOSED SETS IN TOPOLOGICALSPACES
− The aim of this paper is to introduce and study the classes of ¨g-locally closed sets, ¨g-lc?sets and ¨g-lc??sets which are weaker forms of the class of locally closed sets.
Ochanathevar Ravi +3 more
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Fuzzy tgp-closed sets and fuzzy t^* gp-closed sets
In this paper, we aim to address the idea of fuzzy -set and fuzzy -set in fuzzy topological space to present new types of the fuzzy closed set named fuzzy -closed set and fuzzy -closed set. We will study several examples and explain the relations of them with other classes of fuzzy closed sets.
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