Examples of iterator

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If a path has both endpoints in the domain of f, the iterator of its label is that of its rightmost endpoint.
An iterator is simply defined by two methods, start and next, which respectively provide the entry point for the iteration and the succession relationship.
If it has both endpoints in the codomain of g, the iterator of its label is that of its leftmost endpoint.
If both end-points are in the codomain of g, it starts at the endpoint with the odd iterator.
Functions are unary -abstractions, unary operators or the predefined iterator iterfor.
If both end-points are in the domain of f, the path starts at the endpoint with the even iterator.
The following is an example of a tree iterator.
Conceptually, each index thus returns a list iterator of constraints matching the lookup.
An extended comparative study of language support for generic programming 193 vertex and vertex iterator types.
An iterator for the natural numbers gives us the power to repeatedly apply a function to an argument a specified number of times.
Typing enforces that the condition is an affine expression of symbolic sizes and iterator indexes only.
Moreover, to reuse the powerful tools based on polytopes, costs must be defined by affine (in)equations depending on symbolic sizes and iterator indexes.
The iterator of the label of a vertical path is that of the starting position.
Normally, the index will return an iterator which iterates through the multiset of constraints that match the lookup.
It is for this reason we will work without exponentials: an iterator will take a function without an '!' around it and use it many times.
For example, a silence/non-silence iterator uses energy as a feature and has no memories.
A more complicated iterator like the music/speech iterator uses nine features and two memories (of different size) for feature calculation.
These are efficient because inlining of the iterator can eliminate closure allocation.
The expressive power of the iterator should not be underestimated.

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