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Barcelona Fall Workshop on Number Theory II
Galois Representations and Diophantine Equations (STNB2020(34è any))
Main Talks (Barcelona Fall Workshop on Number Theory II)
Posters. (Barcelona Fall Workshop on Number Theory II)
On the Fermat equation $x^{13} + y^{13} = 3 z^7$ - STNB2025 (38th edition)
A multi-Frey approach to Fermat equations of signature~$(7,7,p)$ combining Frey varieties of different dimensions. - STNB2020(34è any)
On the asymptotic Fermat Last Theorem - STNB2019 (33è any)
A multi-Frey approach to some Fermat type equations - STNB2017(31è any)
An extension of the Faltings-Serre method. - STNB 2016 (30è any)
On some Fermat-type equations - Barcelona Fall Workshop on Number Theory
From the Generalized Fermat Equation to Hilbert modular forms with prescribed inertia types - STNB 2015 (29.º año)
The Fermat Equation over totally real fields - STNB 2014 (28è any)
The Fermat-type equations $x^{5}+y^{5}=2z^{p}$ or $3z^{p}$ solved through $\mathbb{Q}$-curves - STNB 2012 (26è Any)
On the equation $a^{p}+2^{a}b^{p}+c^{p}=0$ - STBN 2009 (23è any)