Search results for "Varieties"

ELF and mixed linguistic varieties in the Sicilian Context of Immigration

2013

This study emerges from recent research within the context of a new Sicily, where the various ethnic groups living there have become ELF users, who appropriate the English language according to their own different native linguabackground. This phenomenon places Sicily in a complex position with regard to the creation of ElL speakers. Specific case-studies will support this paper in testifying to the growth of an ELF mode as a relexfied, hybridised and cannibalised language, which is adapted to the immigrants' linguistic necessities.

Dialektmerkmale des Deutschen in den sprachbiographischen Interviews der bilingualen Oberschlesier

2022

The article is based on language biographies which come from the interviews conducted as part of the German-Polish project LangGener with native inhabitants of the former German territories of today’s Poland. Out of 124 recordings, 20 linguistic biographical interviews with respondents from Upper Silesia were subjected to analysis where special attention was paid to the features of Silesian German dialects occurring in them. Even though the Silesian linguistic landscape is now considered by researchers to be a historical object of studies due to the shifting of borders after World War II and the accompanying population exchange, the article shows that the linguistic material currently obtai…

Algorithms for Computing Abelian Periods of Words

2012

Constantinescu and Ilie (Bulletin EATCS 89, 167--170, 2006) introduced the notion of an \emph{Abelian period} of a word. A word of length $n$ over an alphabet of size $\sigma$ can have $\Theta(n^{2})$ distinct Abelian periods. The Brute-Force algorithm computes all the Abelian periods of a word in time $O(n^2 \times \sigma)$ using $O(n \times \sigma)$ space. We present an off-line algorithm based on a $\sel$ function having the same worst-case theoretical complexity as the Brute-Force one, but outperforming it in practice. We then present on-line algorithms that also enable to compute all the Abelian periods of all the prefixes of $w$.

Subvarieties of the Grassmannian $G(1,N)$ with small secant variety

2002

Some families of big and stable bundles on $K3$ surfaces and on their Hilbert schemes of points

2021

Here we investigate meaningful families of vector bundles on a very general polarized $K3$ surface $(X,H)$ and on the corresponding Hyper--Kaehler variety given by the Hilbert scheme of points $X^{[k]}:= {\rm Hilb}^k(X)$, for any integer $k \geqslant 2$. In particular, we prove results concerning bigness and stability of such bundles. First, we give conditions on integers $n$ such that the twist of the tangent bundle of $X$ by the line bundle $nH$ is big and stable on~$X$; we then prove a similar result for a natural twist of the tangent bundle of $X^{[k]}$. Next, we prove global generation, bigness and stability results for tautological bundles on $X^{[k]}$ arising either from line bundles…

Food-mediated modulation of immunity in a phytophagous insect: An effect of nutrition rather than parasitic contamination.

2015

7 pages; International audience; Inherent to the cost of immunity, the immune system itself can exhibit tradeoffs between its arms. Phytophagous insects face a wide range of microbial and eukaryotic parasites, each activating different immune pathways that could compromise the activity of the others. Feeding larvae are primarily exposed to microbes, which growth is controlled by antibiotic secondary metabolites produced by the host plant. The resulting variation in abundance of microbes on plants is expected to differentially stimulate the insect antimicrobial immune defenses. Under the above tradeoff hypothesis, stimulation of the insect antimicrobial defenses is expected to compromise imm…

European traditional tomatoes galore: a result of farmers' selection of a few diversity-rich loci

2022

A comprehensive collection of 1254 tomato accessions, corresponding to European traditional and modern varieties, early domesticated varieties, and wild relatives, was analyzed by genotyping by sequencing. A continuous genetic gradient between the traditional and modern varieties was observed. European traditional tomatoes displayed very low genetic diversity, with only 298 polymorphic loci (95% threshold) out of 64 943 total variants. European traditional tomatoes could be classified into several genetic groups. Two main clusters consisting of Spanish and Italian accessions showed higher genetic diversity than the remaining varieties, suggesting that these regions might be independent seco…

On Almost Nilpotent Varieties of Linear Algebras

2020

A variety \(\mathcal {V}\) is almost nilpotent if it is not nilpotent but all proper subvarieties are nilpotent. Here we present the results obtained in recent years about almost nilpotent varieties and their classification.

Yield And Competitive Ability Against Weeds Of Mixtures Between Old And Modern Wheat Varieties

2018

Durum wheat is the keystone of the agro-ecosystems in the arable land of the Mediterranean environments and an important part of its area falls within organic farms. For this crop competition exerted by weeds for the use of resources (natural and auxiliary) can determine drastic yield and quality reductions (Ruisi et al., 2015). In organic farming such critical issue is often addressed through a remodelling of several techniques such as soil tillage management, sowing time, plant density and genotype choice. With regard to the latter, there is a growing interest by organic farmers towards the old varieties as they, compared to the modern varieties, have a definitely greater competitive weed…

On base loci of higher fundamental forms of toric varieties

2019

We study the base locus of the higher fundamental forms of a projective toric variety $X$ at a general point. More precisely we consider the closure $X$ of the image of a map $({\mathbb C}^*)^k\to {\mathbb P}^n$, sending $t$ to the vector of Laurent monomials with exponents $p_0,\dots,p_n\in {\mathbb Z}^k$. We prove that the $m$-th fundamental form of such an $X$ at a general point has non empty base locus if and only if the points $p_i$ lie on a suitable degree-$m$ affine hypersurface. We then restrict to the case in which the points $p_i$ are all the lattice points of a lattice polytope and we give some applications of the above result. In particular we provide a classification for the se…