Recent advances in Fractal Geometry, Dynamical Systems, and Positive Operators
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Organizer(s): |
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Affiliation:
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Saurabh Verma
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Indian Institute of Information Technology Allahabad, Prayagraj
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India
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Anuj Kumar
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Siddharth University Kapilvastu, Siddharthnagar
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India
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Narendra Singh Yadav
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IIIT Sri City
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India
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Introduction:
| | In nature and finance, we usually see functions with high irregularity/non smoothness. Approximating and studying such nonsmooth functions may be better via fractal geometry and dynamical systems’ tools such as fractal functions and attractors/repellers, which is an active research area in mathematics. In this special session, we will focus on some recent advances in these topics along with applications of positive operators such as Perron Frobenius, Ruelle, and transfer operators in dimension estimates for attractors and fractals. The main target of this session is to bring together scientists including young researchers to discuss and exchange ideas in the areas of fractal geometry, dynamical systems, positive operators and their recent advances and emerging applications.
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List of approved abstract |
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