Results 51 to 60 of about 1,749 (119)
Background: Accelerating orthodontic space closure while minimizing anchorage loss remains a clinical priority. Micro-osteoperforation (MOP) has emerged as a minimally invasive technique to enhance tooth movement.
Mostafa Abtahi +3 more
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Penutupan Ruang Pasca Pencabutan pada Perawatan Ortodonti
Orthodontic space closure of every single patient should be planned individually based on the diagnosis and treatment plan. Failure on this procedure due to anchorage loss will inhibit correction of the bimaxillary protrusion because mesial movement of ...
Monica GA Monica GA, Haru S. Anggani
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A Category of Discrete Closure Spaces
Discrete systems such as sets, monoids, groups are familiar categories. The internal strucutre of the latter two is defined by an algebraic operator. In this paper we describe the internal structure of the base set by a closure operator. We illustrate the role of such closure in convex geometries and partially ordered sets and thus suggestthe ...
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The closure of derivative average radial integrable spaces in the Bloch space
A description of the closure in the Bloch space of the Bloch functions that are in the derivative average radial integrable space is given. As a byproduct, we get some new characterizations for the Bloch space B $\mathcal{B}$ , the little Bloch space B 0
Xiangling Zhu, Rong Yang
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The authors study a fuzzy analogue of the closure spaces introduced by \textit{E. Čech} [Topological spaces (1966); pp. 237-241]. Here a closure operator need not be idempotent. The authors note the relation between fuzzy closure spaces and fuzzy topologies, construct closures for products and disjoint unions, and introduce weak versions of continuity ...
Mashhour, A.S, Ghanim, M.H
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P*-closure operator and p*-regularity in fuzzy setting [PDF]
In this paper a new type of fuzzy regularity, viz. fuzzy p*- regularity has been introduced and studied by a newly defined closure operator, viz., fuzzy p*-closure operator.
Bhattacharyya Anjana
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Let R be an open equivalence relation on a topological space E. We define on E a new equivalence relation ̃ℜ̅ by x̃ ̃ℜ̅y if the closure of the R-trajectory of x is equal to the closure of the R-trajectory of y.
Hattab Hawete
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On Bisimilarity for Quasi-discrete Closure Spaces
Closure spaces, a generalisation of topological spaces, have shown to be a convenient theoretical framework for spatial model checking. The closure operator of closure spaces and quasi-discrete closure spaces induces a notion of neighborhood akin to that of topological spaces that build on open sets. For closure models and quasi-discrete closure models,
Ciancia V. +3 more
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Frictionless segmented mechanics for controlled space closure
Extraction spaces may be needed to achieve specific orthodontic goals of positioning the dentition in harmony with the craniofacial complex. However, the fundamental reality that determines the occlusion final position is the control exerted by the ...
Ildeu Andrade Jr
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Background: Peg-shaped maxillary lateral incisors are among the most common developmental anomalies affecting the anterior dentition and are frequently associated with Bolton tooth-size discrepancies and severe crowding.
Antonio Manni, Andrea Boggio, Emma Gotti
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