Lines Matching refs:piecewise

2214 (union) (piecewise) (multiple) affine expression
2265 is the shared domain of the union piecewise affine elements.
2900 objects, but they do appear in the piecewise quasipolynomial
2916 The type of a (union piecewise) reduction
2949 Similarly, the space of a multiple union piecewise
3071 As a convenience, a multiple piecewise expression can
3074 Each piecewise expression in the result has a single
3106 a multiple union piecewise affine expression can be created from
3108 a (piecewise) multiple affine expression with a given domain
3290 of unions of piecewise expressions, while the second is a union
3291 of piecewise sequences.  In particular, multiple affine expressions
3315 A piecewise expression is an expression that is described
3320 The space of a piecewise expression is the same as
3323 space, then the value of the piecewise expression outside
3333 For example, the piecewise quasipolynomial
3341 The piecewise expression types defined by C<isl>
3345 A piecewise expression with no cells can be created using
3354 A piecewise expression with a single universe cell can be
3396 A piecewise expression with a single specified cell can be
3412 then create a piecewise expression over a universe domain.
3441 then create a piecewise expression over a given domain.
3455 As a convenience, a piecewise multiple expression can
3456 also be created from a piecewise expression.
3464 Similarly, a piecewise quasipolynomial can be
3465 created from a piecewise quasi-affine expression using
3497 To iterate over the different cells of a piecewise expression,
3579 A piecewise expression consisting of the expressions at a given
3580 position of a piecewise multiple expression can be extracted
3595 C<isl_pw_multi_aff> objects.  The first is a sequence of piecewise
3596 affine expressions, while the second is a piecewise sequence
3597 of affine expressions.  In particular, each of the piecewise
3697 A union piecewise expression containing a single base expression
3736 or piecewise affine
5723 A piecewise quasi affine expression that is equal to 1 on a set
5730 A piecewise multiple quasi affine expression can be extracted
7448 compose the given map with the given piecewise quasipolynomial reduction.
7451 and the domain of the piecewise quasipolynomial reduction
7455 piecewise quasipolynomial reduction.
8124 the cells in the domain of the input piecewise expression.
8463 The function C<isl_pw_aff_union_max> computes a piecewise quasi-affine
8793 a piecewise multi-affine expression,
9283 by a union piecewise quasi-affine expression.  If this expression
11710 piecewise affine expressions.