Slides for all my previous talks listed below. »

*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 — Applied Mathematics, Modeling and 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

*Participant*

GAP 2011 - Conference on Connections in Geometry and Physics

May 13-15, 2011 — Fields Institute, Toronto, 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 x*

^{k}≡ a (mod m)2003 Scientific Student Conference

Nov. 26, 2003 — Eötvös Loránd University, Hungary

Nov. 26, 2003 — Eötvös Loránd University, Hungary