THE DIOPHANTINE EQUATION A4 + 2δB2 = Cn
By Michael A. Bennett, Jordan S. Ellenberg, Nathan Ng. 2010
48 citations recorded by the source corpus.
Subfields: Algebra and Number Theory, Discrete Mathematics and Combinatorics, Geometry and Topology
View Paper: https://www.semanticscholar.org/paper/d5edbe798a96f68ece6a05baa25f2593af653500
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Algebra and Number Theory
In Discrete Mathematics and Combinatorics
In Geometry and Topology
- Samir Siksek
- Soroosh Yazdani
- Michael A. Bennett
- Sander R. Dahmen
- Imin Chen
- Andrej Dujella
- Clemens Fuchs
- Nuno Freitas
Citations in the corpus
- Explicit Chabauty over number fields (2010, background): “ral infinite families of signatures: Fermat’s Last Theorem (p,p,p) by Wiles and Taylor [60], [58]; (p,p,2) and (p,p,3) by Darmon and Merel [25]; (2,4,p) by Ellenberg [27] and Bennett, Ellenberg and Ng [2]; (2p,2p,5) by Bennett [1]. Recently, Chen and Siksek [16] have solved the Generalized Fermat equ”
- Generalized Fermat equations: A miscellany (2015, background): “(n, n, n), n ≥ 3 Wiles [74], Taylor–Wiles [72] (n, n, 2), n ≥ 4 Darmon–Merel [35], Poonen [63] (n, n, 3), n ≥ 3 Darmon–Merel [35], Poonen [63] (2n, 2n, 5), n ≥ 2 Bennett [1] (2, 4, n), n ≥ 4 Ellenberg [41], Bennett–Ellenberg–Ng [5], Bruin [16] (2, 6, n), n ≥ 3 Bennett–Chen [2], Bruin [16] (2, n, 4),”