Browsing Department of Mathematics and Computer Studies by Subject "Algebra"
Now showing items 1-2 of 2
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Algebraic dimension of twistor spaces whose fundamental system is a pencil (pre-published version)
(London Mathematical Society, 2017)We show that the algebraic dimension of a twistor space over nℂℙ2 cannot be two if n>4 and the fundamental system (that is, the linear system associated to the half‐anti‐canonical bundle, which is available on any twistor ... -
Symmetric powers of trace forms on symbol algebras
(Université D'Artois, 2013)