Results 211 to 220 of about 2,779,188 (267)
An International Delphi Consensus About Tumor Rupture During Robotic Partial Nephrectomy (Researching UnPredictable TUmor RupturE during Robotic Partial Nephrectomy-The RUPTURE Project). [PDF]
Bertolo R +36 more
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Nephron preservation in the management of renal cell carcinoma. [PDF]
Lee AY +6 more
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Communications in Algebra, 2023
In 2022, Öztürk defined the nearness equivalence classes and nearness cosets of the nearness groups (see [10]). Furthermore, he showed a nearness group G induced by a nearness subgroup H can not be written two different decompositions of G by separate ...
M. A. Öztürk, Özlem Tekin, Y. Jun
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In 2022, Öztürk defined the nearness equivalence classes and nearness cosets of the nearness groups (see [10]). Furthermore, he showed a nearness group G induced by a nearness subgroup H can not be written two different decompositions of G by separate ...
M. A. Öztürk, Özlem Tekin, Y. Jun
semanticscholar +1 more source
Journal of the Operational Research Society, 2020
With the increasing complexity of decision-making environment and the development of societal demands, large-scale group decision making (LSGDM) has become a hot topic in recent years.
Ming Tang +4 more
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With the increasing complexity of decision-making environment and the development of societal demands, large-scale group decision making (LSGDM) has become a hot topic in recent years.
Ming Tang +4 more
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Death Studies, 2020
The purpose of this study was to examine whether subjective nearness-to-death moderated the association between health worries and death anxiety due to the COVID-19 outbreak among older adults in Israel.
Lia Ring +2 more
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The purpose of this study was to examine whether subjective nearness-to-death moderated the association between health worries and death anxiety due to the COVID-19 outbreak among older adults in Israel.
Lia Ring +2 more
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Mathematische Nachrichten, 1990
This paper uses proximities to obtain near compactifications of topological spaces. Typical of the results is the following theorem. Every Hausdorff almost completely regular space (X,\(\tau\)) has a Hausdorff near compactification \((X^*,{\mathcal T})\) corresponding to each compatible EF-proximity \(\delta\) on its semi-regularization \((X,\tau_ s)\).
CAMMAROTO, Filippo, SOM NAIMPALLY
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This paper uses proximities to obtain near compactifications of topological spaces. Typical of the results is the following theorem. Every Hausdorff almost completely regular space (X,\(\tau\)) has a Hausdorff near compactification \((X^*,{\mathcal T})\) corresponding to each compatible EF-proximity \(\delta\) on its semi-regularization \((X,\tau_ s)\).
CAMMAROTO, Filippo, SOM NAIMPALLY
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Canadian Mathematical Bulletin, 1990
AbstractIn this paper, a concept of nearness convergence is introduced which contains the proximal convergence of Leader as a special case. It is proved that uniform convergence and this nearness convergence are equivalent on totally bounded uniform nearness spaces. One of the features of this convergence is that it lies between uniform convergence and
Naimpally, S. A., Tikoo, Mohan L.
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AbstractIn this paper, a concept of nearness convergence is introduced which contains the proximal convergence of Leader as a special case. It is proved that uniform convergence and this nearness convergence are equivalent on totally bounded uniform nearness spaces. One of the features of this convergence is that it lies between uniform convergence and
Naimpally, S. A., Tikoo, Mohan L.
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Aging & Mental Health, 2019
Objectives: Humans often hold structured generalizations about themselves, which include attributes of qualities or characteristics they consider as important to their personal self-definitions.
Y. Bergman, E. Bodner
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Objectives: Humans often hold structured generalizations about themselves, which include attributes of qualities or characteristics they consider as important to their personal self-definitions.
Y. Bergman, E. Bodner
semanticscholar +1 more source

