OpenGrok

208 zero and each row variable is assigned the constant term of the row.
210 is assigned a non-negative value, i.e., if the constant terms of
254 In case of parametric problems, the sign of the constant term
255 may depend on the parameters.  Each time the constant term of a constraint row
276 with $b(\vec p)$ the constant term, an affine expression in the
297 The sign of the constant term of this new constraint need not be determined
316 any potential solution.  The sign of the constant term of a row
391 rounding down the constant term.  For example, the constraint
453 that only differ in their (parametric) constant terms.
454 These constant terms will be non-negative on different parts
457 have to consider all possible orderings of the constant terms.
512 based on a parametric constant term in the main tableau with indeterminate
597 \subsubsection{Choice of Constant Term on which to Split}
599 Recall that if there are no rows with a non-positive constant term,
601 needs to be split along the constant term of one of these rows.
608 In {\tt isl}, we take that row for which non-negativity of its constant
609 term implies non-negativity of as many of the constant terms of the other
805 to $b(\vec p) + t + c' - f$.  The constant term of this row is always
1989 $\vec M$ are constant integer vectors.  The elements of $\vec U$

Indexes created Sun Apr 05 00:22:41 UTC 2026