Florian Ingels
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fingels.bsky.social
Florian Ingels
@fingels.bsky.social
37 followers 44 following 24 posts
Ph.D. in Mathematics Currently postdoc at @bonsaiseqbioinfo.bsky.social, in Lille. Investigating patterns (substructures) in structured data (sequences, trees, graphs) of predominantly biological origin. More at https://fingels.github.io/
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Reposted by Florian Ingels
Un article très intéressant, qui montre que la très grande majorité des salariés trouvent que l'IA générative n'a pas d'utilité pour leur travail (voire que ça produit de la merde), alors que les chefs ont des attentes souvent irréalistes www.blogdumoderateur.com/ia-generativ...
IA générative : 97 % des entreprises peinent à prouver sa valeur business
Toutes les entreprises, ou presque, peinent à prouver la valeur business de l'IA générative. Malgré cela, 87 % des organisations annoncent une hausse de leurs investissements.
www.blogdumoderateur.com
Ma thèse consistait (en partie) à développer des méthodes formelles mathématiques pour améliorer la véracité des plantes virtuelles, en gros.
Il y a une autre partie du projet (non montrée sur le poster) qui consistait à développer des modèles informatiques des plantes, pour "simuler" des plantes virtuelles, et entrainer les algorithmes de reconstructions utilisés sur les vraies plantes.
C'est en effet le projet au sein duquel j'ai fait ma thèse ! Fabrice et Jonathan sont des anciens collègues!
Reposted by Florian Ingels
Stay tuned 👀

More combinatorics is coming
🎶 Last Christmas,i gave you m̶y̶ ̶h̶e̶a̶r̶t̶
40 pages of delicious combinatorics 🎶

Choose any word W of size m. How many words of size k>m admit W as their smallest lexicographical subword of size m ?

Find out in my latest preprint!
Preprint alert! Can we enumerate how many k-mers lexicographic minimizers have? Yes! (implicitly). Looking forward to applications of this 👌🏻 work by Florian Ingels, @mikael-salson.univ-lille.fr @camillemrcht.bsky.social arxiv.org/abs/2412.17492
Absolutely phenomenal video about the links between artistic creativity and mathematics (also, combinatorics and enumeration, which are kind of my brand)

This video really captures what I like doing when doing combinatorics

www.youtube.com/watch?v=_BrF...
Exploration & Epiphany
YouTube video by 3Blue1Brown
www.youtube.com
Reposted by Florian Ingels
Achievement unlocked: defend your habilitation thesis on the same day than your partner. That was quite a science + celebration day, thanks to all involved 💙✨
Reposted by Florian Ingels
can’t stop imagining Good Will Hunting but instead of solving graph theory problems on the blackboard he’s writing stuff like 4+3=7
What's the point of doing graph theory if not for pretty pictures ?!
Hi, I am a mathematician in a movie. I have written some non-sense equations on my (black)-board, will use fancy terms that are supposed to make me look smart, and will probably serve as a caution that whatever magical thingy happens in the movie is actually science.
Hi, I’m an highschool teacher in a movie. I start my class with a random question on a topic I’ve never discussed before so the new girl can show off. Then if I say something relevant about the main conflict, the bell rang and the students leave even if the class started 5 minutes ago.
Hi, I'm a publicist in a movie. You'll see me in a meeting presenting some passé bullshit to a cadre of executives who will be impressed but have one little remark. I spend a lot of time in my office even if it's not really clear what I actually do. Chances are? I'm also a huge misogynist.
Both are true but waking up this morning was a real challenge haha!

somehow I live by this motto from an old Absinthe commercial
I do not recommend staying up late until 3 a.m. because your brain can't accept that you can postpone solving that one collegue's problem he sent you via email during the evening and that you read around midnight

but it's solved!
Reposted by Florian Ingels
Reposted by Florian Ingels
Thomas Baudeau defended his thesis on Studying the properties of viral long reads mapping methods - congrats docteur Baudeau you'll be deeply missed in the team. I'm very glad I got the chance to work with you. Thomas is also on the lookout for a postdoc 👀
Reposted by Florian Ingels
C) We exhibit an infinite family of strings for which the ratio of the numbers of runs between the worst and the best decompositions is unbounded, i.e. can be arbitrarily large.

So, potentially lot to lose !

6/7
B) For any string, the best possible decompositions achieve a number of runs that is bounded by something that DOES NOT depend on the size of the string, but only on the size of the alphabet and the minimal size we allows strings in the decompositions to be.

So, potentially lot to gain.

5/7
A) The number of possible decompositions, even with our minimal constraints, is exponential, so brute force is doomed to failure.

Not very surprising, but still.

4/7
We add minimal constraints on the decomposition to avoid trivial answers, not very useful in practice.

In the article, we do not solve the problem nor prove its possible NP-completeness. However, we prove 3 results that, in our eyes, justify the interest of the problem.

So, here there are :

3/7
We consider a very simple, natural question, that somehow we couldn't find in the literature :

is there an optimal way to decompose a string so that the eBWT of this decomposition is more compressible that the BWT of the original string ?

2/7