n.
an association between a name and that which the name
denotes.
A lexical binding is a lexical association between a
name and its value.
When the term binding is qualified by the name of a namespace,
such as "variable" or "function,"
it restricts the binding to the indicated namespace, as in:
let establishes variable bindings.
or
let establishes bindings of variables.
adj. (of a sequenceS,
by an ordered pair
of bounding indicesistart and iend)
restricted to a subrange of the elements of S that includes each element
beginning with (and including) the one indexed by istart and
continuing up to (but not including) the one indexed by iend.
n. (of a sequence with lengthn)
either of a conceptual pair of integers, istart and iend,
respectively called the "lower bounding index" and "upper bounding index",
such that 0 <= istart <= iend <= n, and which therefore delimit
a subrange of the sequencebounded by istart and iend.
(for a sequence)
one of two objects that, taken together as an ordered pair,
behave as a designator for bounding indices of the sequence;
that is, they denote bounding indices of the sequence,
and are either:
an integer (denoting itself) and nil
(denoting the length of the sequence),
or two integers (each denoting themselves).