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Re: [Fizinfo] Wigner FK RMI Elméleti Osztály Szemináriuma


Chronological Thread 
  • From: Hélder Larraguível <helder.larraguivel AT fuw.edu.pl>
  • To: Balog Janos <balog.janos AT wigner.hu>
  • Cc: fizinfo AT lists.kfki.hu, rmkiusers AT lists.kfki.hu, Zoltan Bajnok <bajnok.zoltan AT wigner.hu>
  • Subject: Re: [Fizinfo] Wigner FK RMI Elméleti Osztály Szemináriuma
  • Date: Fri, 9 Apr 2021 15:22:40 +0200

Dear organizers,

Thanks a lot for the opportunity, I hope you also enjoyed it and see how
knots may be a useful tool in physics, from time to time.

Here I attached the slides of my talk.

Best regards,
Hélder Larraguível.

On Wed, Apr 7, 2021 at 11:19 AM Balog Janos <balog.janos AT wigner.hu> wrote:

> Wigner FK RMI Elméleti Osztály Szemináriuma
> Tisztelettel meghívjuk
>
>
> Hélder Larraguível
> (Warsaw University)
>
>
> "Knot a problem! New symmetries and insights in physics from knots."
>
>
> címmel tartandó online szemináriumára.
>
> Az előadás linkje:
>
> https://cern.zoom.us/j/63090212507?pwd=Y1ZpVngvQXVvcWhaempyV3BlYlI3dz09
>
>
> Kivonat:
>
> We will start by reviewing some of the special appearances of knots in
> various areas of physics. From statistical mechanics and condensed
> matter physics to quantum field theory and integrability.
>
> Then we will talk about a new and very promising direction to study
> knots and the physical systems associated with them, namely, the
> knots-quivers correspondence. The great advantage of the correspondence
> is that it enables us to construct complicated knot invariants from
> simple building blocks, known as quiver diagrams (directed graphs).
>
> For our grand finale, we will dive into state-of-the-art research when
> we realise that not only we can associate a single quiver to build knot
> invariants, but for some of the simplest knots we found up to 142,368
> quivers that produce the same knot invariant. That's where my
> collaborators and I derived new colourful symmetries to explain such a
> phenomenon. At the same time we make a surprising new connection with
> other combinatorial structures known as permutahedron.
>
>
> Helye: online
> Ideje: 2021 április 9 péntek d.u. 14:00
>
>
>
> Szívesen látunk minden érdeklődőt.
>
>
> Balog János
>
>
>
>
>
>

Attachment: Knot a problem!.pdf
Description: Adobe PDF document




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