(they all look at me with faces expressing <yes, this is soooo hard what you ask us to do in these formalisation exercises 😩>)
(they all look at me with faces expressing <yes, this is soooo hard what you ask us to do in these formalisation exercises 😩>)
proofsandprompts.com/2026/11/08/f...
#Math #Formalisation
proofsandprompts.com/2026/11/08/f...
#Math #Formalisation
J’apprécie les threads mais c’est le pb, oui. De toute façon, je les reposte tous sur Seriebox ou Livraddict.
J’apprécie les threads mais c’est le pb, oui. De toute façon, je les reposte tous sur Seriebox ou Livraddict.
L’article Guide pour comprendre l’économie informelle camerounaise est… #Economie
L’article Guide pour comprendre l’économie informelle camerounaise est… #Economie
L’article Guide pour comprendre l’économie informelle camerounaise est apparu en… #Economie
L’article Guide pour comprendre l’économie informelle camerounaise est apparu en… #Economie
A Ramos et al
We extend the AFP formalisation of the bounded multi-source shortest path algorithm of Duan et al. The extension adds a charged direct-insert relation that records both the range charged by the recurrence and the output returned by each recursive child.
A Ramos et al
We extend the AFP formalisation of the bounded multi-source shortest path algorithm of Duan et al. The extension adds a charged direct-insert relation that records both the range charged by the recurrence and the output returned by each recursive child.
d'à la fois permettre la légitimiation de l'expression des maturations contemporaines des populations racisées dans leur processus de formalisation
d'à la fois permettre la légitimiation de l'expression des maturations contemporaines des populations racisées dans leur processus de formalisation
www.radioprincipalfm.com/2026/10/hait...
www.radioprincipalfm.com/2026/10/hait...
by Alex Hyman
We formalise the proof that is irrational from A. Fauzans 2026 preprint (Zenodo, doi:10.5281/zenodo.22826419), following the Lean 4/Mathlib formalisation of the same argument by domino14 (github.com/domino14/zeta5), of which this entry is a port.
by Alex Hyman
We formalise the proof that is irrational from A. Fauzans 2026 preprint (Zenodo, doi:10.5281/zenodo.22826419), following the Lean 4/Mathlib formalisation of the same argument by domino14 (github.com/domino14/zeta5), of which this entry is a port.
axiommath.ai/research/the...
axiommath.ai/research/the...