GRATIS VERZENDING - GEEN MINIMALE AFNAME - VEILIG BETALEN - RUIME KEUZE - SCHERPE PRIJZEN

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Beschrijving

Modular curves provide the first known examples of
codes which are better than random ones. However, for
an explicit construction of a code one needs a
nonsingular model of the modular curve that initially
is defined via a very singular planar model given by
a modular equation. In this work we analyze the
structure of its affine singularities in terms of
class numbers of binary quadratic forms. In
principle this allows to describe the space of
regular differentials vanishing at a point needed for
the Goppa construction.

Medewerkers

Auteur Orhun Kara

Productdetails

DUIN 378E55GE10K

GTIN 9783639143195

Taal Engels

Pagina-aantallen 92

Product type Paperback

Maat 220  mm

How to Break Gilbert-Varshamov Bound

Goppa Codes on Modular Curves

Orhun Kara

€ 48,98

Verkoper Dodax EU

Bezorgdatum: tussen donderdag, 5. november en maandag, 9. november

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