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math.RA2017★ 1 cited
Isometries of virtual quadratic spaces
Mate L. Juhasz
In this article, we introduce a new object, a virtual quadratic space, and its group of isometries. They are presented as natural generalizations of quadratic spaces and orthogonal…
math.RA2017
Algebraic geometry over the residue field of the infinite place
Marton Hablicsek, Mate Lehel Juhasz
Nikolai Durov introduced the theory of generalized rings and schemes to study Arakelov geometry in an alternative algebraic framework, and introduced the residue field at the infin…