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The concept of a fuzzy filter in ordered semigroups was first introduced by Kehayopulu and Tsingelis in [1], where some basic properties of fuzzy filters and prime fuzzy ideals were discussed.
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Hazarika [29, 30] introduced the lacunary ideal convergent sequences of fuzzy real numbers and studied some basic properties of this notion.
Using soft product operations of interval-valued fuzzy soft sets, we first investigate some basic properties of soft J-inclusions and soft L-inclusions.
Construction and basic properties of Brownian motion.
Basic properties of THz waves are defined.
Basic properties of the Bezoutians are established.
for every from basic properties of and.
3, we prove some basic properties of the couniserial dimension.
We collect the basic properties of (P_{C} ) as follows.
Moreover, we establish some basic properties of r m.
Some basic properties of are given in the following Lemma.
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