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Linear domains and linear maps
1994We study the symmetric monoidal closed category LIN of linear domains. Its objects are inverse limits of finite, bounded complete posets with respect to projection-embedding pairs preserving all suprema. The full reflective subcategory LL of linear lattices is a denotational model of linear logic; the negation is A ↦ A op and !(A) is the lattice of all
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A linear mapping method for predicting accurately the RUL of rolling bearing
Measurement: Journal of the International Measurement Confederation, 2021Qibin Wang
exaly
Piecewise linear mapping functions for image registration
Pattern Recognition, 1986Ardeshir goshtasby
exaly
A Linear Mapping Technique for Dispersion Removal of Lamb Waves
Structural Health Monitoring, 2010F G Yuan
exaly

