Lines Matching full:bound
1303 If the lower bound of a subrange is 0 and the upper bound is -1, the
1311 more leading zeroes. In this case a negative bound consists of a number
1313 the number (except the sign bit), and a positive bound is one which is a
1324 If the lower bound of a subrange is 0 and the upper bound is
1326 the absolute value of the upper bound. I believe this is a Convex
1329 If the lower bound of a subrange is negative and the upper bound is
1331 absolute value of the lower bound. I believe this is a Convex
1342 If the upper bound of a subrange is 0 and the lower bound is positive,
1343 the type is a floating point type, and the lower bound of the subrange
1670 LENGTH is a bound, like those in range types; see *Note
1733 subrange, a semicolon, an integral lower bound, a semicolon, an
1734 integral upper bound, and a semicolon. The AIX documentation does not
1739 Instead of an integer, either bound can be one of the following:
1742 The bound is passed by reference on the stack at offset OFFSET
1747 The bound is passed by value on the stack at offset OFFSET from
1751 The bound is passed by reference in register number
1755 The bound is passed by value in register number REGISTER-NUMBER.
1758 There is no bound.
1796 is a subrange of type 1 (integer), with a lower bound of 0 and an upper
1797 bound of 2. This defines the valid range of subscripts of a
3281 Conformant array bound (Pascal, maybe other languages); *Note
