Annals Of Mathematics Studies220- Exponential Sums, Hypergeometric Sheaves, And Monodromy Groups

Prijsalert

★ 4.9

88,27

Beste prijs van bol.com

Prijsalert

★ 4.9

88,27

Beste prijs van bol.com

Prijsalert

★ 4.9

88,27

Beste prijs van bol.com

Prijsalert

★ 4.9

88,27

Beste prijs van bol.com

binding

Prijsdetails

De laagste prijs voor een nieuwe Annals Of Mathematics Studies220- Exponential Sums, Hypergeometric Sheaves, And Monodromy Groups is 88,27. Dit is momenteel de goedkoopste aanbieding uit 1 winkels.

Productinformatie

An examination of some of the remarkable connections between group theory and arithmetic algebraic geometry over finite fields

Exponential sums have been of great interest ever since Gauss, and their importance in analytic number theory goes back a century to Kloosterman. Grothendieck’s creation of the machinery of l-adic cohomology led to the understanding that families of exponential sums give rise to local systems, while Deligne, who gave his general equidistribution theorem after proving the Riemann hypothesis part of the Weil conjectures, established the importance of the monodromy groups of these local systems. Deligne’s theorem shows that the monodromy group of the local system incarnating a given family of exponential sums determines key statistical properties of the family of exponential sums in question. Despite the apparent simplicity of this relation of monodromy groups to statistical properties, the actual determination of the monodromy group in any particular situation is highly nontrivial and leads to many interesting questions.

This book is devoted to the determination of the monodromy groups attached to various explicit families of exponential sums, especially those attached to hypergeometric sheaves, arguably the simplest local systems on G_m, and to some simple (in the sense of simple to write down) one-parameter families of one-variable sums. These last families turn out to have surprising connections to hypergeometric sheaves. One of the main technical advances of this book is to bring to bear a group-theoretic condition (S+), which, when it applies, implies very strong structural constraints on the monodromy group, and to show that (S+) does indeed apply to the monodromy groups of most hypergeometric sheaves.

Beoordelingen

0,0

Nog geen beoordelingen

Wees de eerste die een ervaring deelt over dit product!

Bekijk ook eens

We hebben op dit moment geen suggesties voor dit product kunnen vinden.

Winkels die dit product verkopen

bol.combol.com kortingscodes →bol.com aanbiedingen →

Annals Of Mathematics Studies220- Exponential Sums, Hypergeometric Sheaves, And Monodromy Groups

Prijsdetails

Productinformatie

Beoordelingen

Bekijk ook eens

Winkels die dit product verkopen

Abonneer je op onze nieuwsbrief

PriceRadar

Productinformatie

Beoordelingen

Bekijk ook eens