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A set of mappings are given that focus on accurately identifying such elements as relationship types, multiplicities, and aggregation semantics.
Applications to manifolds of mappings are given: The group of CM-diffeomorphisms is a CM-Lie group but not better.
Applications to manifolds of mappings are given: The group of CQ-diffeomorphisms is a regular CQ-Lie group but not better.
A detailed description of the filters and mappings are given in the Methods section.
Then some generalizations of α-ψ-contractive mappings are given as follows.
Recently a new notion of the proximal generalized nonexpansive mapping was introduced in [20], and a few results about the proximity point for this class of mappings are given.
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In [11], the concept of weakly compatible mappings was given.
In 1978, a generalized solution for approximately linear mappings was given by Th.
In 1978, a generalized solution for approximately linear mappings was given by Th.M. Rassias [5].
One of the most celebrated results about multivalued mappings was given by Lim [2] in 1974.
The inner product between feature mappings is given by the positive definite kernel function.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com