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Secondly, the intersection type operator is a meta-level operator, that is, there is no direct logical counterpart in the Curry Howard isomorphism sense.
The effect of intersection type in logistic regression showed that riders were 1.376 times more likely to run through a red light upon approaching the intersection without sunshields compared to with sunshields in general.
The aim of this paper is to discuss the design of an explicitly typed λ-calculus corresponding to the Intersection Type Assignment System (IT) which assigns intersection types to the untyped λ-calculus.
They can be generally classified as the union type hypotheses (i.e., H U 0: π R ≥ h P (π P ) or π R ≥ h T (π T )) or the intersection type hypotheses (i.e., H U 0: π R ≥ h P (π P ) and π R ≥ h T (π T )), where h P and h T are any functions [ 15].
While the union type hypotheses are suitable for showing both the superiority of the standard treatment as compared to placebo and the inferiority of the test treatment as compared to the standard treatment, the intersection type hypotheses are suitable for showing the test treatment is as effective as the standard or placebo treatments.
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Intersection types are well known to type theorists mainly for two reasons.
Motor-vehicle traffic is the main risk determinant for all injury and intersection types.
Along this line, we propose a system of stratified types, inspired by intersection types, where intersection is a non-associative operator.
In the parallel analytical approach, visual performance analyses based on roadway intersection lighting practices in Minnesota were made for the same intersection types investigated in the statistical approach.
A new interpretation of union and intersection types allows statically gathering the type information of dynamic references, which improves runtime performance and robustness.
In the statistical approach, the effects of lighting on crash frequency for different intersection types in Minnesota were assessed using count regression models.
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