| Session | Fractal Geometry, Analysis, and Applications |
| Conference | 2019 CMS Winter Meeting |
| Location | Chelsea Hotel, Toronto, Canada |
| Organization | Canadian Mathematical Society |
| Organizers | József Vass (CAIS, corresponding organizer) Herb Kunze (University of Guelph, co-organizer) Franklin Mendivil (Acadia University, co-organizer) |
| History | Chronicle of Meetings on Fractal Geometry, compiled by Benoit B. Mandelbrot (2007) Analysis, Geometry and Topology on Fractals, Wavelets and Self-Similar Tilings, 2013 CMS Summer Meeting Frames, Fractals, Tiling, and Wavelets, in Connection with the Fuglede's Conjecture, 2014 CMS Winter Meeting Fractal Geometry, Analysis, and Applications, 2016 CMS Winter Meeting |
| Sunday, December 8 (Mountbatten Salon B, 2nd Floor) | ||
| 8:30 | Herb Kunze, University of Guelph, Canada Solving Inverse Problems Using a Multiple Criteria Model with Collage Distance, Entropy, and Sparsity | [ abstract | video ] |
| 9:00 | Bertrand Duplantier, University of Paris-Saclay, France Integral Means Spectrum for Schramm-Loewner Evolution | [ abstract | video ] |
| 9:30 | Kevin Hare, University of Waterloo, Canada Entropy of Self-Similar Measures | [ abstract | slides | video ] |
| 10:00 | Michel L. Lapidus, University of California, Riverside, USA An Introduction to Complex Fractal Dimensions | [ abstract | slides | video ] |
| 16:00 | Jun Kigami, Kyoto University, Japan Ahlfors Regular Conformal Dimension of Metric Spaces and Parabolic Index of Infinite Graphs | [ abstract | slides | video ] |
| 16:30 | Bernat Espigulé, University of Barcelona, Spain Complex Trees: Structural Stability of Connected Self-Similar Sets | [ abstract | video ] |
| 17:00 | Farzaneh Nikbakhtsarvestani, University of Manitoba, Canada On the Existence of a Solution for a Multi-Singular Integro-Differential Equation with Integral Boundary Conditions | [ abstract | video ] |
| 17:30 | József Vass, CAIS, Canada The Inverse Problem of Fractal Potentials | [ abstract | slides | video ] |
Talks (click ≡ for the list)
