On the interior of "Fat" Sierpinski triangles.

Plante, Donald.

2017-04-18T14:02:53.407Z

Description
  • Abstract: For 0&lambda defined by the three maps fi=λI + pi in the plane, where p0=(0,0), p1=(1-λ,0), p2=(1-λ)(½,1). For &lambda=½ the attractor is the Sierpinski triangle. For λ in the intervals [.6439,.6441], [.6458,.6466], and [.6470,.6472] standard techniques for determining the Hausdorff dimension (or Lebesgue measure) of the "fat" Sierpinski triangle do not apply, a... read more
This object is in collection Corporate name Permanent URL
ID:
fx719z67w
To Cite:
DCA Citation Guide    EndNote