Benoit Huard

Mathematician @MathsNorthumbria investigating nonlinear dynamics, complex systems, biological rhythms and integrable structures. 🇨🇦

[Benoit Huard @BenHuardMath]

The distribution of zeros in Vorob'ev-Yablonski polynomials Qn(x), which provide rational solutions of the classical #Painleve II equation, is truly fascinating. Zeros are simple and form a triangular pattern (@peteraclarkson and E Mansfield https://t.co/3ESHoLQQ1b)

[Benoit Huard @BenHuardMath]

@davidbessis @Janne_HG Absolutely

[Benoit Huard @BenHuardMath]

Days dedicated to proper brain training truly are the best.

[Sujeet Bhalerao @sujeetbhlr]

Here's a "theorem" in the complex variables section proved by sorry: "If g is complex differentiable at every point with Re z \geq 0, then g is complex differentiable everywhere." This is then used in the proof of another theorem in Lecture21.lean. All of this is marked as a "pass".

[Alain Goriely @AlainGoriely]

I am hiring a 2-year post-doc in Oxford Math to work with me on the modelling of nano-morphogenesis (bristle formation by a single cell). Details below https://t.co/xTBgDCktui
Please circulate and RT.

[Benoit Huard @BenHuardMath]

@martinmrmar OK with this ?

[Benoit Huard @BenHuardMath]

@littmath @mathandcobb this nonsense is exhausting

[Benoit Huard @BenHuardMath]

Had an amazing day of mathematics research talks for our annual Integrable Systems in Newcastle 2026 workshop (13th edition!), organised by @McnpNorthumbria. This continues tomorrow, here's the schedule of talks https://t.co/VeUDV1Zxjj

[Quantum Physics Corner @quant_phys]

❤️ Quantum heart billiard
https://t.co/4QGV1KOatR

[Benoit Huard @BenHuardMath]

The distribution of zeros in Vorob'ev-Yablonski polynomials Qn(x), which provide rational solutions of the classical #Painleve II equation, is truly fascinating. Zeros are simple and form a triangular pattern (@peteraclarkson and E Mansfield https://t.co/3ESHoLQQ1b)

[Benoit Huard @BenHuardMath]

@littmath Many congratulations!

[Benoit Huard @BenHuardMath]

@miniapeur Linear!

[George Haller @GeorgeHallerETH]

We now have another open Ph.D. position at ETH Zurich in data-driven nonlinear reduced-order modelling, with applications in system ID and control. Interested candidates may apply here:
https://t.co/SKWmp6YtR0

[Benoit Huard @BenHuardMath]

Excited to host tomorrow and Thursday our Integrable Systems in Newcastle meeting @NorthumbriaUni, organised every year since 2013 by @McnpNorthumbria, to push the frontiers of integrable systems theory and their numerous applications. Support @LondMathSoc https://t.co/9QSS8Ykq37

[Physics In History @PhysInHistory]

"You're unlikely to discover something new without a lot of practice on old stuff."

- Richard Feynman

[Benoit Huard @BenHuardMath]

@littmath You're making a great case here!

[Benoit Huard @BenHuardMath]

How is it acceptable that this platform pushes countless ridiculous ads falsely portrayed as BBC news.

hmmm...

[Dave Phillips @photonPhillips]

2 postdoctoral researcher positions are available in the Structured Light Group in Exeter (UK). Project focussed on quantum & classical light control through dynamic complex scattering media (see concept picture). Details are below. Drop me an email if you'd like to know more!

[Benoit Huard @BenHuardMath]

@DominikGStein @peteraclarkson Hi, in this particular case
1- Generate the Yablonski-Vorob'ev polynomial
2- Start with a grid of approximate zeros and iterate with the Abert-Ehrlich rule
3- Export each step to csv file
4- Import into Python and animate with Manim.
I used Julia for 1-3. Happy to comment more

[Benoit Huard @BenHuardMath]

The distribution of zeros in Vorob'ev-Yablonski polynomials Qn(x), which provide rational solutions of the classical #Painleve II equation, is truly fascinating. Zeros are simple and form a triangular pattern (@peteraclarkson and E Mansfield https://t.co/3ESHoLQQ1b)

[Matthew Di Ferrante @matthewdif]

if you're into pure maths and can code come join me at @PrimeIntellect - there's lots of fun and alpha in being able to reason about the parameter space through the tools of differential and algebraic geometry.

[Benoit Huard @BenHuardMath]

@S_Conradi Absolutely beautiful, thanks for those amazing visuals and sharing the map. Had great fun reproducing it using julia.