Hasil untuk "math.NT"

Nikolaj Glazunov

We consider selected aspects of (non-Archimedean) quantum mathematics and non-Archimedean (quantum) computation.

Bruno Anglès

For finite extensions of a rational function field over a finite field, we prove a "P-adic class formula" in the spirit Taelman's work.

Zijie Gu

This paper investigates a generalized version of Diophantine tuples in finite fields. Applying Shparlinski's method, we obtain power-saving results on the number of such tuples.

Ali Saraeb

We propose a numerical method for approximating and discovering zeros of the Dirichlet L-function L(s, chi) corresponding to real Dirichlet characters chi.

Jiseong Kim

In this paper, we study the sum of the divisor function over sets with digit restrictions.

Lukas Mauth

We obtain an exact formula for the cubic partition function and prove a conjecture by Banerjee, Paule, Radu and Zeng.

Andre Reznikov

We consider (generalized) periods of Maass forms along non-closed geodesics having a closed geodesic as the limit set.

Alain Lasjaunias

We present a general introduction to continued fractions, with special consideration to the function fields case. These notes were prepared for a summer class given this year in Beijing at Beihang university.

Oleg Karpenkov

In this small paper we bring together various open problems on geometric multidimensional continued fractions.

Zhengjun Cao, Lihua Liu

We present an elementary proof for Ljunggren equation

Nicolas Billerey

We exhibit two non-isogenous rational elliptic curves with $17$-torsion subgroups isomorphic as Galois modules.

Taekyun Kim

In this paper, we consider the degenerate Carlitz q-Bernoulli numbers and polynomials and we investigate some properties of those polynomials.

Johannes Löffler

This paper studies deformations of the well-known $Ξ(s)=Ξ(1-s)$ equation for the Riemann $Ξ$ function satisfied by $Ξ_ρ(s):=\int_{0}^\infty\frac{{\d}t}{t}{t^{\frac{s}{2}}}Ψ(t)e^{-ρ\ln^2(t)}$ where ${Ψ(t)=\sum_{n\in\mathbb{N}^+}e^{-π{n}^2t}}$.

Timothy Foo

We evaluate the Bateman-Horn constant for the polynomial $x^3+x+1$.

Luis Arenas-Carmona

This work is a collection of old and new aplications of Galois cohomology to the clasification of algebraic and arithmetical objects.

Hao Pan

We confirm a conjecture of Sun on the expansions of $n(m^k-1)/(m-1)$ in base $m$.

A. C. Fonseca

Hazel Platzer, Trudi James

This paper reports on the findings of part of an interview study of lesbian and gay men's experiences of nursing care which was conducted to develop nursing guidance for members of the Royal College of Nursing (RCN). The RCN recognises that discrimination and prejudice against lesbians and gay patients occurs in nursing and it is committed to developing and promoting good practice for this group of patients (RCN, 1994). One area where such discrimination and prejudice exists is in the ways that nurses approach lesbian patients when questioning them about their sexual or reproductive health. Nurses and other healthcare professionals often ask about sexual and reproductive health, and respond in a way that implies a lack of respect for individuals, heterosexism and homophobia. Guidance on the nursing and health needs of lesbian women is being produced (RCN, 2000). A more detailed discussion of the research findings used to develop the guidance is presented here.

Robert E. Carraway, Sankar P. Mitra

Colin Bourne

An analysis of the nursing literature on the subject of handovers or 'intershift reports' revealed little authoritative literature on the subject and a lack of any conceptual consistency on the matter. Handovers appear to fit into two main camps: those that have adopted primarily a managerial agenda, and those that serve a predominantly psychosocial function. It is suggested that such a dichotomy of opinion is too rigid and that both agendas can be satisfied if handovers are utilised flexibly. A standard for handovers is constructed, which brings together some key findings in an attempt to define 'best practice' on this subject. Donabedian's structure-process-outcome framework is taken as the theoretical basis for the standard because it is widely used in standard-setting today and therefore can be seen as being authoritative.