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- W2883985550 abstract "Let $Y$ be a geometrically connected projective smooth scheme over a finite field $kappa$. First, we establish a bijection between stable, non-constant Frobenius-periodic vector bundles over $YtimesSpeckappa[[s]]$ and absolutely irreducible representations $rho$ of $pi_1(Y)$ over $kappa[[s]]$ with $#rho(pi_1(bar{Y}))=infty$. Second, we explicitly construct a family of stable Frobenius-periodic vector bundles over a family of hyperelliptic curves ${X_t, tin T}$ of genus 2 in characteristic 2, which implies that there exist representations of open subgroups of $pi_1(X_t)$ with $#rho(pi_1(bar{X_t}))=infty$ for every $t$." @default.
- W2883985550 created "2018-08-03" @default.
- W2883985550 creator A5046113751 @default.
- W2883985550 date "2011-11-25" @default.
- W2883985550 modified "2023-09-26" @default.
- W2883985550 title "Frobenius-periodic vector bundles and representations" @default.
- W2883985550 hasPublicationYear "2011" @default.
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