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papers [2018/09/05 00:21]
admin [In preparation]
papers [2018/09/05 00:24] (current)
admin [In preparation]
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 ===== In preparation ===== ===== In preparation =====
     - Primitive divisors of elliptic divisiblity sequences over function fields with constant j-invariant,​ with Marco Streng, in preparation     - Primitive divisors of elliptic divisiblity sequences over function fields with constant j-invariant,​ with Marco Streng, in preparation
-    - On realisations of weight 0 hypergeometric motives of small degrees, in preparation+    - On realisations of weight 0 hypergeometric motives of small degrees, in preparation ​(with [[http://​magma.maths.usyd.edu.au/​magma/​handbook/​text/​1516#​17286|Magma package]])
     - {{:​hyper24111.pdf|On a certain hypergeometric motive of weight 2 and rank 3}}, submitted ([[https://​arxiv.org/​abs/​1702.07738|preprint]])     - {{:​hyper24111.pdf|On a certain hypergeometric motive of weight 2 and rank 3}}, submitted ([[https://​arxiv.org/​abs/​1702.07738|preprint]])
     - {{:​genfermat-export.pdf|The generalized Fermat equation with exponents 2, 3, n}}, with Nuno Freitas and Michael Stoll ([[https://​arxiv.org/​abs/​1703.05058|preprint]]),​ submitted. See also a [[http://​www.setforbritain.org.uk/​2017psr/​M-NASKRECKI-3706-PSR.pdf| poster]] for [[http://​www.setforbritain.org.uk/​index.asp | STEM for Britain]]     - {{:​genfermat-export.pdf|The generalized Fermat equation with exponents 2, 3, n}}, with Nuno Freitas and Michael Stoll ([[https://​arxiv.org/​abs/​1703.05058|preprint]]),​ submitted. See also a [[http://​www.setforbritain.org.uk/​2017psr/​M-NASKRECKI-3706-PSR.pdf| poster]] for [[http://​www.setforbritain.org.uk/​index.asp | STEM for Britain]]
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