@article{oai:iwate-u.repo.nii.ac.jp:00010197,
 author = {藤本, 忠博 and 大野, 義夫 and 村岡, 一信 and 千葉, 則茂},
 issue = {3},
 journal = {The journal of the Society For Art and Science},
 month = {Sep},
 note = {In this paper, we propose a framework of　“fractal deformation”using displacement vectors based on “extended Iterated Shuffle Transformation (ext-IST)”. An ext-unit-IST is a one-to-one and onto mapping that is extended from a unit-IST, which we have proposed, and is basically defined on a code space. When the mapping is applied on a geometric space, a fractal-like repeated structure, which is referred to as “local resemblance in space/scale directions”,
is constructed on the relationship between points on the domain and those on the range.
By applying the mapping to displacement vectors given on a geometric shape, the shape can be deformed in the fractal-like repeated manner. This fractal deformation is easy to control by changing the displacement vectors intuitively. In addition, a continuous transition between a continuous deformation and a fractal deformation can be realized.
We demonstrate how the fractal deformation technique produces attractive results by showing various examples.},
 pages = {134--146},
 title = {Fractal Deformation Using Displacement Vectors Based on Extended Iterated Shuffle Transformation},
 volume = {1},
 year = {2002}
}