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property of a Chu space (Definition)

A property of a Chu space over $ \Sigma$ with carrier $ \mathcal{A}$ is some $ Y\subseteq \Sigma^\mathcal{A}$. We say that a Chu space $ \mathcal{C}=(\mathcal{A},r,\mathcal{X})$ satisfies $ Y$ if $ X\subseteq Y$.

For example, every Chu space satisfies the property $ \Sigma^\mathcal{A}$.



"property of a Chu space" is owned by Henry.
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Also defines:  satisfies as a Chu space
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Cross-references: satisfies, carrier, Chu space, property

This is version 2 of property of a Chu space, born on 2002-09-30, modified 2002-11-17.
Object id is 3497, canonical name is Property.
Accessed 2527 times total.

Classification:
AMS MSC: 03G99 (Mathematical logic and foundations :: Algebraic logic :: Miscellaneous)
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