Results 111 to 120 of about 508,252 (212)

Dos Primórdios da Matemática aos Sistemas Formais da Computação [PDF]

, 2015
Livro de apoio ao ensino de graduação em disciplinas de matemática discreta e lógica, em cursos de ciência da computação.(0) Introdução (1) As Bases da Ciência da Computa cão,(2) As Origens: A Aritmética, (3) Os Números, (4) Os Números Primos, (5 ...
Sobral, João Bosco M.
core  

Hilbert Reciprocity over Number Fields

A Hilbert symbol has the value 1 or −1 depending on the existence of solutions to a certain quadratic equation in a local field, R, or C. Hilbert reciprocity states that for a number field F and two nonzero a and b in F, the product of Hilbert symbols ...
Snyder, Dillon
core   +1 more source

On the Berezin symbol

, 1994
Let ${\cal H}$ be a functional Hilbert space of analytic functions on a complex domain $\Omega,$ with the normalized reproducing kernel function $k\sb{z},\ z\in\Omega.$ If A is a linear map of ${\cal H}$ into itself, the Berezin symbol, A, of A is ...
Kilic-Bahi, Semra
core  

On the Calculation of Certain Hilbert Norm Residue Symbols and Its Application

Journal of Number Theory, 1995
Let \(\ell\) be an odd prime number, and let \(\mathbb{Z}_\ell\) and \(\mathbb{Q}_\ell\) be the ring of \(\ell\)-adic integers and the field of \(\ell\)-adic numbers, respectively. Fix an algebraic closure \(\overline \mathbb{Q}_\ell\) of \(\mathbb{Q}_\ell\) and a primitive \(\ell^n\)-th root of unity \(\zeta_{\ell ^n}\) in \(\overline \mathbb{Q}_\ell\)
openaire   +2 more sources

Hilbert’s tenth problem for term algebras with a substitution operator

Conference on Computability in Europe
The analogue of Hilbert’s 10th Problem for a first-order structure A with signature L asks whether there exists an algorithm that given an L -sentence of the form ∃ x → [ s = t ] decides whether ∃ x → [ s = t ] is true in A .
Juvenal Murwanashyaka
semanticscholar   +1 more source

Hankel operators on Hilbert spaces

, 1993
In this paper we consider the Hankel operators from two points of view. On one hand the Hankel operator is induced by the coefficient sequence $a\sb0,a\sb1,a\sb2,\...$ and operates on a Hilbert space $H\sp2(\beta)$ with $\Sigma\sbsp{n=0}{\infty}\ \beta(n)
Wanpen, Pachara
core  

K(_2) and L-series of elliptic curves over real quadratic fields [PDF]

, 1995
This thesis examines the relationship between the L-series of an elliptic curve evaluated at s = 2 and the image of the regulator map when the curve is defined over a real quadratic field with narrow class number one, thus providing numerical evidence ...
Young, Michael Alexander, Young, M.A
core  

Explicit formulas for the Hilbert symbol [PDF]

Geometry & Topology Monographs, 1993
openaire   +2 more sources

Commutators of Hilbert transforms along monomial curves

, 2019
The Hilbert transforms associated with monomial curves have a natural non-isotropic structure. We study the commutator of such Hilbert transforms and a symbol $b$ and prove the upper bound of this commutator when $b$ is in the corresponding non-isotropic
Bongers, Rosemarie, Guo, Zihua, Wick, Brett D., Li, Ji   +3 more
core  

Hilbert pairing on Lorentz formal group

, 2017
In this paper, we construct explicit pairing in Cartier series for formal Lorentz groups of the form: (X + Y + XY )/(1 + c2XY ), where c is unit of the ring of integers of the local field.
Vostokov, Sergei V., Pital’, Petr N.
core   +1 more source