Ondřej Kincl - Homepage

Map of convergence speed of Newton method applied to equations x^3+y-1=0, y^3-x-1=0.

About me

Hello, my name is Ondřej Kincl and I am a mathematician and a postdoc at the University of Trento, Italy. Previously, I studied at Charles University in Prague, Czech Republic. My main interests are: hydrodynamics, partial differential equations, smoothed particle hydrodynamics (SPH) and related topics. I am a member of SIAM Student Chapter Prague. In my free time, I like hiking, classical music and amateur astronomy. I am also a fan of xkcd and monospace fonts.

Download my CV.
My academic profile.


Teaching

Mathematical Analysis II (NOFY152, LS2020/21)

Mathematical Analysis I (NOFY151, ZS2020/21)


Projects

* Developing a code for Semi-Implicit Lagrangian Voronoi Approximation (SILVA)

* Author of SmoothedParticles.jl: a library for smoothed particle hydrodynamics in Julia.

* Project START/SCI/053: Novel multiscale approach to the dynamics of superfluid helium.

* In my master thesis, I developped a theory to explain SETUR (Sedláček's rolling turbine)

Rayleigh-Benard simulation using SPH

Theses

Doctoral thesis: Extension of smoothed particle hydrodynamics based on Poisson brackets
Master thesis: Thermodynamic modelling of rolling fluid turbine
Bachelor thesis: Conformal mappings and Laplace equation


Contact

Email: kincl@karlin.mff.cuni.cz
GitHub: https://github.com/OndrejKincl