Sentence examples for mapping that generalizes from inspiring English sources

Cluster analysis involves statistical mapping that generalizes the numerous observations into a statistical surface to highlight spatial variation.

Alber et al. [10] introduced the class of total asymptotically nonexpansive mappings that generalizes several classes of maps that are extensions of asymptotically nonexpansive mappings.

In this section, we introduce the concept of weak quasi-nonexpansiveness of a mapping with respect to a sequence that generalizes quasi-nonexpansiveness of a mapping with respect to a sequence in [8].

A typical extension of the basic map-reduce paradigm is PACT, a programming model described in [4] that generalizes the map-reduce model by adding more functions as well as ways to specify behavior guarantees for functions.

For this 2D map, we derived a geometric method that generalizes cobwebbing in a 1D map to allow us to study the existence and stability of fixed points.

He proved the contraction mapping principle in b-metric space that generalizes the famous Banach contraction principle in metric spaces.

For 2D maps, we derive a geometric method that generalizes the idea of cobwebbing.

He showed the contraction mapping principle in a b-metric space that generalizes the prominent Banach contraction principle in metric spaces.

Considerable progress has been made in defining and incorporating evaluation criteria in systems that generalize maps over moderately small changes in scale.

He evidenced the contraction mapping principle in b-metric spaces that generalized the famous Banach contraction principle in metric spaces.

In 1993, Czerwik [8] introduced and proved the contraction mapping principle in b-metric spaces that generalized the famous Banach contraction principle in such spaces.