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In size theory, the natural pseudodistance between two size pairs ( M , φ : M → R ) {\displaystyle (M,\varphi :M\to \mathbb {R} )\ } , ( N , ψ : N →
Natural_pseudodistance
More formally, the subject of size theory is the study of the natural pseudodistance between size pairs. A survey of size theory can be found in . The
Size_theory
Shape descriptions in a geometrical/topological sense
strong link between the concept of size function and the concept of natural pseudodistance d ( ( M , φ ) , ( N , ψ ) ) {\displaystyle d((M,\varphi ),(N,\psi
Size_function
Size functor Size pair Natural pseudodistance Patrizio Frosini, Michele Mulazzani, Size homotopy groups for computation of natural size distances, Bulletin
Size_homotopy_group
cost. Size theory Size function Size functor Size homotopy group Natural pseudodistance Michele d'Amico, Patrizio Frosini, Claudia Landi, Using matching
Matching_distance
travel, tourism, insurance
NATURAL PSEUDODISTANCE
NATURAL PSEUDODISTANCE
NATURAL PSEUDODISTANCE
NATURAL PSEUDODISTANCE
NATURAL PSEUDODISTANCE
NATURAL PSEUDODISTANCE
NATURAL PSEUDODISTANCE
NATURAL PSEUDODISTANCE
NATURAL PSEUDODISTANCE
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