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The archdiocese has referred calls about Father Pfleger to Bishop Joseph Perry, who characterized the notion of paying prostitutes as "somewhat out of the norm".
Mursaleen [13] has defined and characterized the notion of almost strong regularity of four-dimensional matrices and applied these matrices to establish a core theorem (also see [14]).
Vicki Hyman of The Star-Ledger characterized the notion of "Shelby deciding to give up a burgeoning Broadway career because she was missing her daughter grow up" to take a part-time job in Lima as "ridiculous", and the whole scenario as "more than a little bizarre".
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On the other hand, Asl et al. [22] characterized the notions of α-ψ-contractive mapping and α-admissible mappings with the notions of α ∗ -ψ-contractive and α ∗ -admissible mappings to investigate the existence of a fixed point for a multivalued function.
It characterizes the notion of "school spirit" felt by the school's students.
It enables the logician to characterize the notion of logical truth irrespective of the supply of nonlogical constants that happen to be available to be substituted for variables, although this supply had to be used in the characterization that turned on the idea of logical form.
We characterize the notion of α-regular in the setting of a b-metric-like space.
Niiniluoto characterizes the notion of a cognitive problem in the same way, as a partition of a space of possibilities.
Weyl characterizes the notion of a symmetric linear connection as follows: Definition A.1 (Affine Connection) Let \(T M_{p})\) denote the tangent space of \(M\) at \(p \in M\).
Hence, before moving on to refinements in characterizing the notion of rigidity, I rehearse here a famous application made by Saul Kripke, who coined the word 'rigid designator'.
We shall characterize the notion of α-ψ-contractive mapping, introduced by Samet et al. [1], in the context of uniform space as follows.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.
Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com