Lines Matching refs:produced

26 These primitives are logically produced by subdividing a geometric primitive
137 Each vertex produced by the tessellator has an associated (u,v,w) or (u,v)
242 Such vertices are considered distinct from vertices produced by subdividing
250 Few guarantees are provided for the relative ordering of primitives produced
309 each triangle pair is filled by triangles produced by joining the vertices
341 is produced at the intersection of two lines extended perpendicular to the
347 segments, with the [eq]#n - 1# vertices of this subdivision produced by
372 Once all the concentric triangles are produced and their edges are
396 produced by connecting each vertex on the outer triangle edges with the
405 However, the set of triangles produced will completely cover the domain, and
432 edges are filled by triangles produced by joining the vertices on the
501 However, the set of triangles produced will completely cover the domain, and
568 one point for each distinct vertex produced by tessellation, rather than