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Displaying 421 – 440 of 1340

The first negative Hecke eigenvalue of a Siegel cusp form of genus two

Winfried Kohnen, Jyoti Sengupta (2007)

Acta Arithmetica

The Fixed Points of the Symmetrie Hilbert Modular Group of a Real Quadratic Field with Arbitrary Discriminant.

Wilfried Hausmann (1982)

Mathematische Annalen

The fluctuations in the number of points on a family of curves over a finite field

Maosheng Xiong (2010)

Journal de Théorie des Nombres de Bordeaux

Let $l \geq 2$ be a positive integer, $𝔽_{q}$ a finite field of cardinality $q$ with $q \equiv 1 (mod l)$ . In this paper, inspired by [6, 3, 4] and using a slightly different method, we study the fluctuations in the number of $𝔽_{q}$ -points on the curve $ℂ_{F}$ given by the affine model $ℂ_{F} : Y^{l} = F (X)$ , where $F$ is drawn at random uniformly from the set of all monic $l$ -th power-free polynomials $F \in 𝔽_{q} [X]$ of degree $d$ as $d \to \infty$ . The method also enables us to study the fluctuations in the number of $𝔽_{q}$ -points on the same family of curves arising from the set of monic irreducible...

The formal completion of the Néron model of J0(p).

Enric Nart (1991)

Publicacions Matemàtiques

For any prime number p > 3 we compute the formal completion of the Néron model of J0(p) in terms of the action of the Hecke algebra on the Z-module of all cusp forms (of weight 2 with respect to Γ0(p)) with integral Fourier development at infinity.

The formulas for the coefficients of the sum and product of p-adic integers with applications to Witt vectors

Kejian Xu, Zhaopeng Dai, Zongduo Dai (2011)

Acta Arithmetica

The Fourier coefficients of modular forms and Niebur modular integrals having small positive weight, II

Wladimir de Azevedo Pribitkin (2000)

Acta Arithmetica

The Fourier coefficients of modular forms and Niebur modular integrals having small positive weight, I

Wladimir de Azevedo Pribitkin (1999)

Acta Arithmetica

The Fourier expansion of Epstein's zeta function for totally real algebraic number fields and some consequences for Dedekind's zeta function

A. Terras (1976)

Acta Arithmetica

The Fourier expansion of Epstein's zeta function over an algebraic number field and its consequences for algebraic number theory

A. Terras (1977)

Acta Arithmetica

The Fourier transform of functions of the greatest common divisor.

Schramm, Wolfgang (2008)

Integers

The Fourier transforms of weighted orbital integrals on simisimple groups of real rank one.

Werner Hoffmann (1997)

Journal für die reine und angewandte Mathematik

The Fourth Moment of Ramanujan ..-Function.

Carlos J. Moreno, Freydoon Shahidi (1984)

Mathematische Annalen

The fraction of subspaces of $GF {(q)}^{n}$ with a specified number of minimal weight vectors is asymptotically Poisson.

Bender, Edward A., Canfield, E.Rodney (1997)

The Electronic Journal of Combinatorics [electronic only]

The fractional dimensional theory in Lüroth expansion

Luming Shen, Kui Fang (2011)

Czechoslovak Mathematical Journal

It is well known that every $x \in (0, 1]$ can be expanded to an infinite Lüroth series in the form of $x = \frac{1}{d_{1} (x)} + \dots + \frac{1}{d_{1} (x) (d_{1} (x) - 1) \dots d_{n - 1} (x) (d_{n - 1} (x) - 1) d_{n} (x)} + \dots,$ where $d_{n} (x) \geq 2$ for all $n \geq 1$ . In this paper, sets of points with some restrictions on the digits in Lüroth series expansions are considered. Mainly, the Hausdorff dimensions of the Cantor sets $F_{φ} = {x \in (0, 1] : d_{n} (x) \geq φ (n), \forall n \geq 1}$ are completely determined, where $φ$ is an integer-valued function defined on $ℕ$ , and $φ (n) \to \infty$ as $n \to \infty$ .

Currently displaying 421 – 440 of 1340

Previous Page 22 Next

Displaying 421 – 440 of 1340

The first negative Hecke eigenvalue of a Siegel cusp form of genus two

The Fixed Points of the Symmetrie Hilbert Modular Group of a Real Quadratic Field with Arbitrary Discriminant.

The fluctuations in the number of points on a family of curves over a finite field

The formal completion of the Néron model of J0(p).

The formulas for the coefficients of the sum and product of p-adic integers with applications to Witt vectors

The Fourier coefficients of modular forms and Niebur modular integrals having small positive weight, II

The Fourier coefficients of modular forms and Niebur modular integrals having small positive weight, I

The Fourier expansion of Epstein's zeta function for totally real algebraic number fields and some consequences for Dedekind's zeta function

The Fourier expansion of Epstein's zeta function over an algebraic number field and its consequences for algebraic number theory

The Fourier transform of functions of the greatest common divisor.

The Fourier transforms of weighted orbital integrals on simisimple groups of real rank one.

The Fourth Moment of Ramanujan ..-Function.

The fraction of subspaces of $GF {(q)}^{n}$ with a specified number of minimal weight vectors is asymptotically Poisson.

The fractional dimensional theory in Lüroth expansion

The fractional part of $n θ + ø$ and Beatty sequences

The Fractional Parts of a Sum of Polynomials.

The Frobenius number of geometric sequences.

The function $_{v} M_{m} (s; a, z)$ and some well-known sequences.

The functor $K_{2}$ for the ring of integers of a number field

The fundamental cone and the Minkowski cone.

Currently displaying 421 – 440 of 1340