Papers by Yashwant Chauhan
The generation of fractals and study of the dynamics of transcendental function is one of emergin... more The generation of fractals and study of the dynamics of transcendental function is one of emerging and interesting field of research nowadays. We introduce in this paper the complex dynamics of inverse tangent function for 2 n and applied Ishikawa iteration to generate new Relative Superior Mandelbrot sets and Relative Superior Julia sets. Our results are entirely different from those existing in the literature of transcendental function.
We introduce in this paper the dynamics of Relative Superior Tricorn and Multicorns for Ishikawa ... more We introduce in this paper the dynamics of Relative Superior Tricorn and Multicorns for Ishikawa iteration.
The Binet formula for Pell sequence is viewed as a function of complex variable. In this paper th... more The Binet formula for Pell sequence is viewed as a function of complex variable. In this paper the study of attracting and repelling fixed points of Pell sequence is presented with the complex dynamics resulting in the escape time images. A study of orbits of the Binet type formula is presented in the paper. Besides this, a new class of Mandelbrot sets is also studied for the Mann-iterates.
We explore in this paper the dynamics of the inverse complex function using the Ishikawa iterates... more We explore in this paper the dynamics of the inverse complex function using the Ishikawa iterates. The z plane fractal images generated from the generalized transformation function 1 () n z z c 2 n are analyzed.
We investigate in this paper the dynamics and the method of generating fractal images for Ishikaw... more We investigate in this paper the dynamics and the method of generating fractal images for Ishikawa iteration procedure. The geometry of relative superior Julia sets are explored for Ishikawa iteration.
We introduce in this paper the dynamics for Ishikawa iteration procedure. The geometry of Relativ... more We introduce in this paper the dynamics for Ishikawa iteration procedure. The geometry of Relative Superior Mandelbrot sets are explored for Ishikawa iterates.
We introduce in this paper the dynamics of Relative Superior Mandel-bar sets of inverse complex f... more We introduce in this paper the dynamics of Relative Superior Mandel-bar sets of inverse complex function for Ishikawa iteration. The z plane fractal images generated from the generalized transformation function 1 () n z z c for 2 n are analyzed.
We explore in this paper the dynamics of the complex function for non integer values, using the I... more We explore in this paper the dynamics of the complex function for non integer values, using the Ishikawa iterates. The z plane fractal images are studied for positive powers of the complex function while c plane fractals are analyzed for negative powers of the complex function.
Ishikawa Iterates for Logarithmic Function
... College, Pauri Garhwal Yashwant S Chauhan Asst. Professor Computer Science & Engg. Depart... more ... College, Pauri Garhwal Yashwant S Chauhan Asst. Professor Computer Science & Engg. Department GB Pant Engg. College, Pauri Garhwal Ashish Negi Asst. Professor Computer Science & Engg. Department GB Pant Engg. College, Pauri Garhwal ...
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Papers by Yashwant Chauhan