Results 81 to 90 of about 5,105,361 (177)
On cyclic relatively nonexpansive mappings in generalized semimetric spaces
In this article, we prove a fixed point theorem for cyclic relatively nonexpansive mappings in the setting of generalized semimetric spaces by using a geometric notion of seminormal structure and then we conclude some results in uniformly convex Banach spaces. We also discuss on the stability of seminormal structure in generalized semimetric spaces.
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Evaluation of longitudinal surrogate markers. [PDF]
Agniel D, Parast L.
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What Can We Learn from the Functional Clustering of Mortality Data? An Application to the Human Mortality Database. [PDF]
Léger AE, Mazzuco S.
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Semimetric spaces : topological considerations
info:eu-repo/semantics ...
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Resolving network clusters disparity based on dissimilarity measurements with nonmetric analysis of variance. [PDF]
Malyutina A, Tang J, Amiryousefi A.
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The community ecology perspective of omics data. [PDF]
Jurburg SD +14 more
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K-semimetrizabilities and C-stratifiabilities of Spaces [PDF]
Yoshioka, Iwao
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How do researchers perceive problems in research collaboration? Results from a large-scale study of German scientists. [PDF]
Weinmann C +3 more
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This paper advances a line of research in fixed point theory initiated by M. Bessenyei and Z. P\'ales, building on their introduction of the triangle function concept in [J. Nonlinear Convex Anal, Vol 18 (3), 515--524 (2017)]. By applying this concept, the study revises several well-known fixed point theorems in metric spaces, extending their ...
Bisht, Ravindra K., Petrov, Evgen O.
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Topological data analysis model for the spread of the coronavirus. [PDF]
Chen Y, Volić I.
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