Search results for "ODR"
showing 10 items of 434 documents
Nilpotence of orbits under monodromy and the length of Melnikov functions
2021
Abstract Let F ∈ ℂ [ x , y ] be a polynomial, γ ( z ) ∈ π 1 ( F − 1 ( z ) ) a non-trivial cycle in a generic fiber of F and let ω be a polynomial 1-form, thus defining a polynomial deformation d F + e ω = 0 of the integrable foliation given by F . We study different invariants: the orbit depth k , the nilpotence class n , the derivative length d associated with the couple ( F , γ ) . These invariants bind the length l of the first nonzero Melnikov function of the deformation d F + e ω along γ . We analyze the variation of the aforementioned invariants in a simple but informative example, in which the polynomial F is defined by a product of four lines. We study as well the relation of this b…
Manifestation of Hamiltonian Monodromy in Nonlinear Wave Systems
2011
International audience; We show that the concept of dynamical monodromy plays a natural fundamental role in the spatiotemporal dynamics of counterpropagating nonlinear wave systems. By means of an adiabatic change of the boundary conditions imposed to the wave system, we show that Hamiltonian monodromy manifests itself through the spontaneous formation of a topological phase singularity (2 - or -phase defect) in the nonlinear waves. This manifestation of dynamical Hamiltonian monodromy is illustrated by generic nonlinear wave models. In particular, we predict that its measurement can be realized in a direct way in the framework of a nonlinear optics experiment.
Some predacious mites of Greece, with a description of one new species (Mesostigmata: Phytoseiidae)
1977
Typhlodromus hellenicus sp. nov. is described and illustrated. The following 11 additional species were recorded:T. pyri Scheuten, sensu Abbasova,T. exhilaratus Ragusa,T. recki Wainstein,T. kerkirae Swirski and Ragusa,Amblyseius cinctutus Livshitz and Kuznetsov,A. stipulates Athias-Henriot, A. aff.finlandicus (Oudemans), A. aff.aberrans (Oudemans),A. potentillae (Garman),Phytoseiulus persimilis Athias-Henriot, andPhytoseius (Phytoseius) finitimus Ribaga.
Status of two cryptic species, Typhlodromus exhilaratus Ragusa and Typhlodromus phialatus Athias-Henriot (Acari: Phytoseiidae): consequences for taxo…
2006
Typhlodromus phialatus and T. exhilaratus are morphologically close species. Their differentiation is based on the shape of the insemination apparatus and on idiosomal setae length. However, the setae length values are often intermediate between these two species and do not allow accurate identification. Furthermore, the handful of differences in insemination apparatus shape are also questionable as a means of differentiation. Synonymy between these species has thus been questioned. Three experiments were carried out. Idiosomal seta length measurements, molecular tests and cross experiments were conducted for three populations, identified as T. exhilaratus and T. phialatus according to the …
Description of three new species oftyphlodromusscheuten from italy with redescription oftyphlodromus baccettiiLombardini (acari: phytoseiidae)
1978
Abstract Three new species of predacious mites from Italy, Typhlodromus ernesti , T. laurentii and T. pegazzani are described and illustrated. T. baccettii Lombardini, 1960 is redescribed.
HPMC-salicylate conjugates as macromolecular prodrugs: Design, characterization, and nano-rods formation
2009
The design, characterization, and nano-rods formation of hydroxypropylmethylcellulose (HPMC)-salicylate conjugates as macromolecular prodrugs, was described. HPMC, obtained from Zhejiang Zhongbao Imp and Exp Corp, was dried under vacuum at 110°C for 8 hr. Nanoparticles were prepared using dialysis process in which 170 mg of HPMC-salicylate sample was dissolved in 5 mL of purified DMSO and was dialyzed against distilled water for 4 days. HPMC-salicylic acid conjugates reveal the absence of sulfur in all of the samples showing that there is no introduction to tosylate groups either covalently bounded or as an impurity.
Ks. Konstantego Damrota opowieść o polskim Pomorzu (na podstawie Szkiców z ziemi i historyi Prus Królewskich z 1886 r.)
2022
Jedną z ważnych postaci Kościoła katolickiego na Pomorzu był ks. Konstanty Damrot (1841–1895) – syn śląskiej ziemi, wybitny literat, wieloletni dyrektor katolickiego seminarium nauczycielskiego w Kościerzynie. Zachwycony pięknem dawnych Prus Królewskich, w 1886 r. wydał pozycję książkową zatytułowaną Szkice z ziemi i historyi Prus Królewskich, Jego zamiarem było nie tylko opisanie piękna nadmorskiej krainy, ale przede wszystkim obudzenie ducha polskiego w tamtejszych mieszkańcach. Poprzez słowo pisane chciał także spopularyzować historię i kulturę nadmorskiej krainy, przesiąkniętej polskością, zbudowaną na wierze katolickiej i rodzimej tradycji. Autor w krótkiej syntezie przedstawia biogram…
Social Vision on Wet Nurses in the [Spanish] Newspaper “La Vanguardia” (1881-1908)
2017
Históricamente ha habido situaciones y momentos en que las madres han delegado el proceso de lactancia en nodrizas. En el siglo XIX las nodrizas fueron representadas en la prensa española reproduciendo los esquemas del modelo social androcéntrico imperante. Se pretende describir y categorizar la visión de la nodriza reflejada en la prensa española mediante el análisis de contenido de las fuentes periodísticas de este período. La conclusión alcanzada han sido que la prensa refleja la importancia social de la nodriza como un elemento normalizado en la sociedad con un papel fundamental en los aspectos demográficos de la sociedad, estableciendo una visión dual en función del grupo social al que…
El conflicto en las organizaciones. La optimización del rendimiento mediante la estimulación del conflicto. Primarias en el PSOE por la candidatura a…
2010
Practica en clase. Teoría de la negociación. La optimización del rendimiento mediante la estimulación del conflicto según Evert Van De Vliert y Carsten K. De Dreu. Modelo de Walton (Lourdes Munduate / Mediana. 2006). Practica cursos de Ciencias Políticas y Sociología. El conflicto en las organizaciones. La optimización del rendimiento mediante la estimulación del conflicto. Primarias en el PSOE por la candidatura a la Presidencia de la Comunidad de Madrid. Octubre 2010
Unirationality of Hurwitz spaces of coverings of degree <= 5
2011
Let $Y$ be a smooth, projective curve of genus $g\geq 1$ over the complex numbers. Let $H^0_{d,A}(Y)$ be the Hurwitz space which parametrizes coverings $p:X \to Y$ of degree $d$, simply branched in $n=2e$ points, with monodromy group equal to $S_d$, and $det(p_{*}O_X/O_Y)$ isomorphic to a fixed line bundle $A^{-1}$ of degree $-e$. We prove that, when $d=3, 4$ or $5$ and $n$ is sufficiently large (precise bounds are given), these Hurwitz spaces are unirational. If in addition $(e,2)=1$ (when $d=3$), $(e,6)=1$ (when $d=4$) and $(e,10)=1$ (when $d=5$), then these Hurwitz spaces are rational.