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Fractal Geometry, Dynamical Systems, andTheir Applications

Organizer(s):
Name:	Affiliation:	Country:
Scott Kaschner	Butler University	USA
Mrinal K. Roychowdhury	The University of Texas Rio Grande Valley	USA

Abstract:

The aim of this session is to bring together scientists including the young researchers to discuss and exchange ideas in the areas of fractal geometry, dynamical systems, and their recent advances and emerging applications.

List of approved abstract
Name	Affiliation	Title
Florin P Boca	University of Illinois at Urbana-Champaign	On some measure-preserving transformations in ergodic theory of numbers
Mark D Comerford	University of Rhode Island	The Amazing Universal Fatou Component
David Constantine	Wesleyan University	Symbolic coding for geodesic flow on CAT(-1) spaces
Daniel Ingebretson	Ben-Gurion University of the Negev	Continuity of the Hausdorff and packing measure for continued fraction Cantor sets
Kanji Inui	Graduate school of human and environmental studies, Kyoto university	Non-autonomous iterated function systems and fractals
Chris Johnson	Bucknell University	Some self-similar interval exchanges and translation surfaces
Scott Kaschner	Butler University	Bifurcation Phenomena in Quadratic Rational Maps
Saurabh Kumar Katiyar	SRM Institute of Science and Technology, Kattankulathur, Chennai	Shape preserving $\mathbf{A}$-Fractal Rational Functions
Judy Kennedy	Lamar University	Characterizing fixed point free mappings on polyhedron-like spaces in terms of open covers
Lauren Lazarus	Wentworth Institute of Technology	Comparing and classifying the behaviors of delayed and instantaneous oscillator models
Christopher Linden	University of Illinois Urbana Champaign	Odd and Even Minkowski Question Mark Functions
Chris D Lynd	Bloomsburg University	A Class of Anti-Competitive Systems of Difference Equations
Michael Malisoff	Louisiana State University	Sequential Predictors for Control Systems with Input Delays
Jonathan Meddaugh	Baylor University	Dynamics in shift spaces over countable alphabets
YUTO NAKAJIMA	Kyoto University	Dimensions of slices of the Sierpi${\rm \acute{n}}$ski gasket
Goran Radunovic	University of Zagreb	Complex dimensions and fractal zeta functions of orbits
Mrinal K Roychowdhury	University of Texas Rio Grande Valley	Optimal Quantization
Derek Smith	Lafayette College	Geodesics in Generalizations of the Sierpinski Carpet
Shrihari Sridharan	Indian Institute of Science Education and Research Thiruvananthapuram (IISER-TVM)	Ergodicity of the Sumi-Urbanskii measure
Hiroki Sumi	Kyoto University	Classification of random holomorphic dynamical systems
Takayuki Watanabe	Kyoto University	Generic dichotomy of Markov random dynamical systems
Linda Westrick	Penn State University	Universality in multi-dimensional shifts of finite type
Christian Wolf	The City College of New York	Computability of thermodynamic invariants on shift spaces beyond SFT`s
James Yorke	1941	Piecewise linear maps with heterogeneous chaos