Conformally covariant pseudo-differential operators
Conformal Geometry has found applications in the study of general relativity, in the study of the famous Yamabe problem, as well as in other areas. The study of conformally covariant operators was traditionally focused on differential operators.
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Weak-type (1,1) bounds for a class of operators with discrete kernel
In this paper we investigate the weak continuity of a certain class of operators with kernel defined on Z×Z. We prove some results on the weak boundedness of discrete analogues of Calderón-Zygmund operators.
Duván Cardona
doaj
Dimension independent data sets approximation and applications to classification
We revisit the classical kernel method of approximation/interpolation theory in a very specific context from the particular point of view of partial differential equations.
Patrick Guidotti
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On Some Subclasses of Bi-Pseudo-Starlike Functions Defined by Salagean Differential Operator
Timilehin Gideon Shaba
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A variant of the formal theorem on the zeros of linear differential operators
Background. In the theory of linear differential equations, transformations generated by differential substitutions of dependent variables play an essential role. The study of these transformations led by A.I.
V.I. Titarenko, A.I. Fomin
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Tumor prognostic risk stratification based on pseudo-time analysis of single-cell sequencing for patients with lung adenocarcinoma. [PDF]
Jin H +6 more
europepmc +1 more source
Pseudo-Migration After Left Atrial Appendage Occlusion: A Case Series Highlighting a Novel Diagnostic Pitfall. [PDF]
Diaz Delgado PJ +4 more
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Optimizing interval type-2 fuzzy logic PID controller with an improved constraint differential evolution algorithm. [PDF]
Chen X, Dong H, Shen C, Li H, Li D.
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EODE-PFA: A Multi-Strategy Enhanced Pathfinder Algorithm for Engineering Optimization and Feature Selection. [PDF]
Li M, Cao C, Du M.
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