- Origin
Derived from
- Constraint
-
- Types
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- Arguments
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- Restrictions
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- Purpose
Let us note
the vectors of the collection, and the number of components of each vector (all vectors have the same size).
is the period of the sequence of vectors according to constraints .
This means that is the smallest natural number such that
.
- Example
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The constraint holds since its first argument is equal
(i.e.,Β since is set to ) to the period of the sequence
,
,
,
,
,
,
,
.
- Typical
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- Symmetry
Items of can be reversed.
- Arg. properties
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- See also
specialisation:
Β (vector replaced by ).
- Keywords
characteristic of a constraint:
vector.
combinatorial object:
periodic,
sequence.
constraint arguments:
pure functional dependency.
constraint type:
predefined constraint.
modelling:
functional dependency.