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Somos-4 and a quartic Surface in \\(\\mathbb{RP}^{3}\\)
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Paper
Somos-4 and a quartic Surface in \\(\\mathbb{RP}^{3}\\)
2024
Overview
The Somos-4 equation defines the sequences with this name. Looking at these sequences with an additional property we get a quartic polynomial in 4 variables. This polynomial defines a rational, projective surface in \\(\\mathbb{RP}^{3}\\). Here some generators of the subgroup of \\(Cr_3 (\\mathbb{R})\\) are determined, whose birational maps are automorphisms of the quartic surface.
Publisher
Cornell University Library, arXiv.org
Subject
