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Fig. 3 Keypoint mappings on a Landsat multispectral image pair.
We introduce the class of generalized -weak contractive set-valued mappings on a metric space.
Let and be non-expansive mappings on a Hilbert space with such that.
[26] Let f and g be two self mappings on a metric space (X, d).
Diametrically contractive mappings on a complete metric space are introduced by V. I. Istratescu.
Figure 3 shows the keypoint mappings on a Landsat multispectral image pair built with different methods.
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Let and be self-mappings on a Menger space.
Definition 2.3 Let f and g be two self-mappings on a set X.
Let f and g be two self-mappings on a nonempty set X.
Let S, T be self-mappings on a ρ-complete modular space (X_{rho}).
It is clear that any two self-mappings on a same set can be swapped proximally.
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