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Growing a class of fractals based on combination of classical fractals and recursive mathematical series in L-systems

Bisoi A. K., Mishra S. N., Mishra J.

Machine Graphics and Vision

2004

Vol. 13, No. 3

275-288

L-systems can be used to generate fractals. In this paper L-systems with a standard turtle alphabet are combined with L-systems which emulate simple number sequences. The combination of two such L-systems is achieved by concatenating their axioms as well as merging their rule sets. This can happen in several ways, depending in part on the sequence in which axioms and right-hand sides of rules are concatenated. The purpose of this paper is to combine these two applications of L-systems to generate novel fractals. A turtle interpretation is applied to the yield of the generated hybrid L-systems resulting in new fractal images.

Fractal images with inverse replicas

Bisoi A. K., Mishra J.

Machine Graphics and Vision

1999

Vol. 8, No. 1

77-82

Fractals are famous for thier beauty and fractal techniques are employed for less storage space requirement while storing images. The fractal comtain thier scale down, rotate and skew replicas embedded in them. The concept of multiple reduction copy machine (MRCM) has been used for creating fractals since long. A modified MRCM has been designed to generate fractal images having inverse replicas embedded in them along with the scale down, rotate, translate and skew replicas. We restrict our experiments only to binary images in order to compare the results with the existing regular fractals. This paper only demonstrates the generation of fractal images with inverse replcas.