Lines Matching refs:edges

108     Controls the spacing of segments on the edges of tessellated primitives.
164 The labels on the edges indicate the inner (IL0 and IL1) and outer (OL0
235 must: be identical for any pair of subdivided edges with identical values of
308 The edges of each of these triangles are subdivided, and the area between
310 on the subdivided edges.
314 The edges of the outermost triangle are subdivided independently, using the
317 0# (right) edges, respectively.
334 producing a set of concentric inner triangles and subdividing their edges.
335 First, the three outer edges are temporarily subdivided using the clamped
342 corner's two adjacent edges running through the vertex of the subdivided
344 If [eq]#n# is three, the edges of the inner triangle are not subdivided and
363 Solid black circles depict vertices along the edges of the concentric
365 The edges of inner triangles are subdivided by intersecting the edge with
368 Dotted lines depict edges connecting corresponding vertices on the inner and
369 outer triangle edges.
372 Once all the concentric triangles are produced and their edges are
389 Instead, the [eq]#u = 0#, [eq]#v = 0#, and [eq]#w = 0# edges are subdivided
396 produced by connecting each vertex on the outer triangle edges with the
423 = 1# (vertical) and [eq]#v = 0# and [eq]#v = 1# (horizontal) edges are
425 All rectangles, except those adjacent to one of the outer rectangle edges,
427 The outermost rectangle edges are subdivided independently, using the first,
430 (right), and [eq]#v = 1# (top) edges, respectively.
432 edges are filled by triangles produced by joining the vertices on the
433 subdivided outer edges to the vertices on the edge of the inner rectangle
447 subdividing the [eq]#u = 0# and [eq]#u = 1# edges of the outer rectangle
450 The [eq]#v = 0# and [eq]#v = 1# edges are subdivided into [eq]#n# segments
452 Each vertex on the [eq]#u = 0# and [eq]#v = 0# edges are joined with the
453 corresponding vertex on the [eq]#u = 1# and [eq]#v = 1# edges to produce a
459 rectangle, the edges of which are subdivided by the grid vertices that lie
478 Dotted lines depict the horizontal and vertical edges connecting
479 corresponding vertices on the inner and outer rectangle edges.
486 Instead, the [eq]#u = 0#, [eq]#v = 0#, [eq]#u = 1#, and [eq]#v = 1# edges
496 corresponding outer edges is filled by connecting each vertex on the outer
528 The [eq]#u = 0# and [eq]#u = 1# edges of the rectangle are subdivided
536 edges is [eq]#n#, this process will result in [eq]#n# equally spaced lines