Slides for all my previous talks listed below. »
The Inverse Problem of Fractal Potentials
Dynamic Recursion (DR): A Multivariate Non/linear Autoregressive Model for Quasi-Periodic Signals
Computational Resolution of the Inverse Problem of Kinetic Capillary Electrophoresis (KCE) to Arbitrary Accuracy
Computational Resolution of the KCE Inverse Problem
Huaxiong Huang Group Seminar
Resolution of the KCE Inverse Problem to Arbitrary Accuracy for Fixed and Variable Initial Conditions
Sergey N. Krylov Lab Seminar, Centre for Research on Biomolecular Interactions
Fractal Potentials of the Laplace and Wave Equations
Minimization of the Inverse Problem Error between the Solutions of the KCE Equations and Experimental Data
A Generalization of Euler’s Criterion to Composite Moduli
York Number Theory Seminar, Department of Mathematics and Statistics
Towards a Numerical Resolution of the KCE Inverse Problem to Arbitrary Accuracy
Sergey N. Krylov Lab Seminar, Centre for Research on Biomolecular Interactions
A Constructive Approach to the Convex Hull of IFS Fractals in the Plane, and its Generalization
Fractal Geometry Seminar, Department of Pure Mathematics
Transverse Diffusion of Laminar Flow Profiles — an Overview
Sergey N. Krylov Lab Seminar, Centre for Research on Biomolecular Interactions
Modeling 2D Flow Fields with Fractal Potential Flows and its Generalization
Applied and Industrial Mathematical Sciences Laboratory Seminar
On the Exact Convex Hull of IFS Fractals
On the Geometry of IFS Fractals and its Applications
Motivation and Learning Styles of Various Personality Types
The Inverse Problem of Fractal Potential Flows
Fractal Geometry via Containment, and the Exact Convex Hull of C-Type IFS Fractals
2013 Summer Meeting of the Canadian Mathematical Society
An Exact Model of Fully Developed Turbulence
Fractals and Optimization
Solution of a Simple Case of the Navier-Stokes Equations via Employing the Lambert W Function
Idempotent Numbers and the Solvability of xk ≡ a (mod m)
The Inverse Problem of Fractal Potentials
2019 Winter Meeting of the Canadian Mathematical Society
Fractal Geometry, Analysis, and Applications
Dec. 6-9, 2019 — Chelsea Hotel, Toronto, Canada
Fractal Geometry, Analysis, and Applications
Dec. 6-9, 2019 — Chelsea Hotel, Toronto, Canada
Dynamic Recursion (DR): A Multivariate Non/linear Autoregressive Model for Quasi-Periodic Signals
AMMCS-2019, International Conference on Applied Mathematics, Modeling & Computational Science
Applied Analysis & Inverse Problems
Aug. 18-23, 2019 — Wilfrid Laurier University, Waterloo, Canada
Applied Analysis & Inverse Problems
Aug. 18-23, 2019 — Wilfrid Laurier University, Waterloo, Canada
Computational Resolution of the Inverse Problem of Kinetic Capillary Electrophoresis (KCE) to Arbitrary Accuracy
AMMCS-2017, International Conference on Applied Mathematics, Modeling & Computational Science
Applied Analysis & Inverse Problems
Aug. 20-25, 2017 — Wilfrid Laurier University, Waterloo, Canada
Applied Analysis & Inverse Problems
Aug. 20-25, 2017 — Wilfrid Laurier University, Waterloo, Canada
Computational Resolution of the KCE Inverse Problem
Huaxiong Huang Group Seminar
Aug. 4, 2017 — Fields Institute for Research in Mathematical Sciences, Toronto, Canada
Resolution of the KCE Inverse Problem to Arbitrary Accuracy for Fixed and Variable Initial Conditions
Sergey N. Krylov Lab Seminar, Centre for Research on Biomolecular Interactions
Mar. 1, 2017 — York University, Toronto, Canada
Fractal Potentials of the Laplace and Wave Equations
2016 Winter Meeting of the Canadian Mathematical Society
Fractal Geometry, Analysis, and Applications
Dec. 2-5, 2016 — Sheraton on the Falls, Niagara Falls, Canada
Fractal Geometry, Analysis, and Applications
Dec. 2-5, 2016 — Sheraton on the Falls, Niagara Falls, Canada
Minimization of the Inverse Problem Error between the Solutions of the KCE Equations and Experimental Data
2016 Winter Meeting of the Canadian Mathematical Society
Large Scale Optimization: Theory, Algorithms and Applications in memoriam Jonathan Borwein
Dec. 2-5, 2016 — Sheraton on the Falls, Niagara Falls, Canada
Large Scale Optimization: Theory, Algorithms and Applications in memoriam Jonathan Borwein
Dec. 2-5, 2016 — Sheraton on the Falls, Niagara Falls, Canada
A Generalization of Euler’s Criterion to Composite Moduli
York Number Theory Seminar, Department of Mathematics and Statistics
Nov. 11, 2016 — York University, Toronto, Canada
Towards a Numerical Resolution of the KCE Inverse Problem to Arbitrary Accuracy
Sergey N. Krylov Lab Seminar, Centre for Research on Biomolecular Interactions
May 4, 2016 — York University, Toronto, Canada
A Constructive Approach to the Convex Hull of IFS Fractals in the Plane, and its Generalization
Fractal Geometry Seminar, Department of Pure Mathematics
Feb. 10, 2016 — University of Waterloo, Waterloo, Canada
Transverse Diffusion of Laminar Flow Profiles — an Overview
Sergey N. Krylov Lab Seminar, Centre for Research on Biomolecular Interactions
Nov. 16, 2015 — York University, Toronto, Canada
Modeling 2D Flow Fields with Fractal Potential Flows and its Generalization
Applied and Industrial Mathematical Sciences Laboratory Seminar
Sep. 22, 2015 — McMaster University, Hamilton, Canada
On the Exact Convex Hull of IFS Fractals
2014 Winter Meeting of the Canadian Mathematical Society
Frames, Fractals, Tiling, and Wavelets, in Connection with the Fuglede's Conjecture
Dec. 5-8, 2014 — Sheraton Hotel and Convention Centre, Hamilton, Canada
Frames, Fractals, Tiling, and Wavelets, in Connection with the Fuglede's Conjecture
Dec. 5-8, 2014 — Sheraton Hotel and Convention Centre, Hamilton, Canada
On the Geometry of IFS Fractals and its Applications
PhD Defence Presentation, Department of Applied Mathematics
Dec. 17, 2013 — University of Waterloo, Waterloo, Canada
Dec. 17, 2013 — University of Waterloo, Waterloo, Canada
Motivation and Learning Styles of Various Personality Types
Certificate in University Teaching Programme, Centre for Teaching Excellence
Dec. 13, 2013 — University of Waterloo, Waterloo, Canada
Dec. 13, 2013 — University of Waterloo, Waterloo, Canada
The Inverse Problem of Fractal Potential Flows
AMMCS-2013, International Conference on Applied Mathematics, Modeling & Computational Science
Applied Analysis & Inverse Problems
Aug. 26-30, 2013 — Wilfrid Laurier University, Waterloo, Canada
Applied Analysis & Inverse Problems
Aug. 26-30, 2013 — Wilfrid Laurier University, Waterloo, Canada
Fractal Geometry via Containment, and the Exact Convex Hull of C-Type IFS Fractals
2013 Summer Meeting of the Canadian Mathematical Society
Analysis, Geometry and Topology on Fractals, Wavelets and Self-Similar Tilings
Jun. 4-7, 2013 — Dalhousie University, Halifax, Canada
Jun. 4-7, 2013 — Dalhousie University, Halifax, Canada
An Exact Model of Fully Developed Turbulence
2012 Winter Meeting of the Canadian Mathematical Society
Applied Mathematics
Dec. 7-10, 2012 — Fairmont Queen Elizabeth, Montreal, Canada
Applied Mathematics
Dec. 7-10, 2012 — Fairmont Queen Elizabeth, Montreal, Canada
Fractals and Optimization
Advanced Optimization Laboratory (AdvOL) Seminar, School of Computational Science and Engineering
Dec. 3, 2007 — McMaster University, Hamilton, Canada
Dec. 3, 2007 — McMaster University, Hamilton, Canada
Solution of a Simple Case of the Navier-Stokes Equations via Employing the Lambert W Function
Idempotent Numbers and the Solvability of xk ≡ a (mod m)
2003 Scientific Student Conference
Nov. 26, 2003 — Eötvös Loránd University, Hungary
Nov. 26, 2003 — Eötvös Loránd University, Hungary
Recorded Talks (click ≡ for the list)
