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Is there any result known about counting the number of (unlabeled) ordered trees which follow a given ordered unordered degree sequence?

Here an ordered tree is understood as a rooted tree in which the order of the subtrees is significant.

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Is there any result known about counting the number of (unlabeled) ordered trees which follow a given ordered degree sequence?

Here an ordered tree is understood as a rooted tree in which the order of the subtrees is significant.

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Is there any result known about counting the number of ordered trees which follow a given ordered degree sequence?

Here an ordered tree is understood as a rooted tree in which the order of the subtrees is significant.

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