21 resultados para Gromov compacity
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Ce mémoire traite de la question suivante: est-ce que les cobordismes lagrangiens préservent l'uniréglage? Dans les deux premiers chapitres, on présente en survol la théorie des courbes pseudo-holomorphes nécessaire. On examine d'abord en détail la preuve que les espaces de courbes $ J $-holomorphes simples est une variété de dimension finie. On présente ensuite les résultats nécessaires à la compactification de ces espaces pour arriver à la définition des invariants de Gromov-Witten. Le troisième chapitre traite ensuite de quelques résultats sur la propriété d'uniréglage, ce qu'elle entraine et comment elle peut être démontrée. Le quatrième chapitre est consacré à la définition et la description de l'homologie quantique, en particulier celle des cobordismes lagrangiens, ainsi que sa structure d'anneau et de module qui sont finalement utilisées dans le dernier chapitre pour présenter quelques cas ou la conjecture tient.
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Thèse numérisée par la Division de la gestion de documents et des archives de l'Université de Montréal
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Cette thèse présente quelques propriétés des sous-variétés lagrangiennes monotones. On résoud d'abord une conjecture de Barraud et Cornea dans le cadre monotone en montrant que le rayon de Gromov relatif à deux lagrangiennes dans la même classe d'isotopie hamiltonienne donne une borne inférieure à la distance de Hofer entre ces deux mêmes lagrangiennes. Le cas non-monotone de cette conjecture reste ouvert encore. On définit toutes les structures nécessaires à l'énoncé et à la preuve de cette conjecture. Deuxièmement, on définit une nouvelle version d'un morphisme de Seidel relatif à l'aide des cobordismes lagrangiens de Biran et Cornea. On montre que cette version est chaîne-homotope aux différentes autres versions apparaissant dans la littérature. Que toutes ces définitions sont équivalentes fait partie du folklore mais n'apparaît pas dans la littérature. On conclut par une conjecture qui identifie un triangle exact obtenu par chirurgie lagrangienne et un autre dû à Seidel et faisant intervenir le twist de Dehn symplectique.
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The study of hyperbolic graphs is an interesting topic since the hyperbolicity of a geodesic metric space is equivalent to the hyperbolicity of a graph related to it. The main result in this paper is a very simple characterization of the hyperbolicity of a large class of periodic planar graphs.
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The design of anchorage blisters of internal continuity post-tensioning tendons of bridges built by the cantilever method, presents some peculiarities, not only because they are intermediate anchorages but also because these anchorages are located in blisters, so the prestressing force has to be transferred from the blister the bottom slab and web of the girder. The high density of steel reinforcement in anchorage blisters is the most common reason for problems with concrete cast in situ, resulting in zones with low concrete compacity, leading to concrete crushing failures under the anchor plates. A solution may involve improving the concrete compression and tensile strength. To meet these requirements a high-performance fibre reinforced self-compacting mix- ture (HPFRC) was used in anchorage corner blisters of post-tensioning tendons, reducing the concrete cross-section and decreasing the reinforcement needed. To assess the ultimate capacity and the adequate serviceability of the local anchorage zone after reducing the minimum concrete cross-section and the confining reinforcement, specified by the anchorage device supplier for the particular tendon, load transfer tests were performed. To investigate the behaviour of anchorage blisters regarding the transmission of stresses to the web and the bottom slab of the girder, and the feasibility of using high performance concrete only in the blister, two half scale models of the inferior corner of a box girder existing bridge were studied: a reference specimen of ordinary reinforced concrete and a HPFRC blister specimen. The design of the reinforcement was based in the tensile forces obtained on strut-and-tie models. An experimental program was carried out to assess the models used in design and to study the feasibility of using high performance concrete only in the blister, either with casting in situ, or with precast solutions. A non-linear finite element analysis of the tested specimens was also performed and the results compared.
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In this study, the morphological characteristics of cocoa beverage powder granules under minimal, average, and maximal process conditions of a steam agglomerator were studied. a stereoscopic microscope coupled to a digital camera was used for the morphological analysis. The images were analyzed to obtain shape and size descriptors. aiming to evaluate the descriptors, 150 particles were analyzed. The results showed that there was no difference between the shape descriptors - compacity, circularity, roughness, and aspect ratio - in the operating conditions evaluated. It was observed that the cocoa beverage powder granules are elongated in shape. The size descriptors, area, perimeter, perimeter of convex bounding polygon, minimal and maximal Feret diameter, were different in the process conditions for the granules of size above 600 μm. as for the minimal process conditions, especially due to low solid feed rates, there is an increase in the size descriptor values. In addition, under the minimum process conditions, in which there is low solid feed rate (400g/min) for a steam pressure of 1.0 bar, it was obtained a good granular condition with retention of 81.1% of granules on sieves with aperture size between 300 and 1190 μm.
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Travail réalisé en cotutelle avec l'université Paris-Diderot et le Commissariat à l'Energie Atomique sous la direction de John Harnad et Bertrand Eynard.
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Let F be a singular Riemannian foliation on a compact Riemannian manifold M. By successive blow-ups along the strata of F we construct a regular Riemannian foliation (F) over cap on a compact Riemannian manifold (M) over cap and a desingularization map (rho) over cap : (M) over cap -> M that projects leaves of (F) over cap into leaves of F. This result generalizes a previous result due to Molino for the particular case of a singular Riemannian foliation whose leaves were the closure of leaves of a regular Riemannian foliation. We also prove that, if the leaves of F are compact, then, for each small epsilon > 0, we can find (M) over cap and (F) over cap so that the desingularization map induces an epsilon-isometry between M/F and (M) over cap/(F) over cap. This implies in particular that the space of leaves M/F is a Gromov-Hausdorff limit of a sequence of Riemannian orbifolds {((M) over cap (n)/(F) over cap (n))}.
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Quarenta bovinos machos, com peso médio de 371 kg, foram distribuídos em um delineamento em blocos casualizado com esquema fatorial 3x3, dos quais quatro foram abatidos no início do experimento como referência, para avaliar a biometria das carcaças e o peso de vísceras e órgãos internos quando alimentados com diferentes fontes protéicas (uréia, Amiferm e farelo de soja) e volumosos (cana-de-açúcar e a silagem de milho e pastagem de capim Brachiaria brizantha). Não houve interação significativa volumosos x fontes protéicas e não houve diferença significativa entre as fontes protéicas para os parâmetros estudados. Para os volumosos, os pesos (em porcentagem do peso do corpo vazio - % PCV) do conteúdo estomacal (CRROA) e do conteúdo gastrintestinal (CGI) foram significativamente maiores para os animais alimentados com cana-de-açúcar (7,52 e 8,59% PCV, respectivamente) e não diferiram entre os alimentados com silagem de milho e capim, com médias de 5,10% PCV, para CRROA, e 5,89% PCV para CGI. Os animais mantidos em pastagem não apresentaram compacidade das carcaças diferente dos animais alimentados com os outros volumosos, enquanto os alimentados com cana-de-açúcar mostraram ser menos compactos que os alimentados com silagem de milho. As fontes protéicas também influenciaram a compacidade, que foi menor nos animais que receberam Amiferm e iguais para os que receberam uréia e farelo de soja. Conclui-se que os animais alimentados com cana-de-açúcar apresentam maior enchimento dos compartimentos digestivos e carcaças menos compactas.
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Neste experimento, avaliou-se o efeito de sexo (macho e fêmea) e de quatro distintos pesos de abate (28, 32, 36, e 40 kg) sobre a morfometria da carcaça, os pesos dos cortes, a composição tecidual e os componentes não constituintes da carcaça, em cordeiros mestiços Ile de France x Corriedale, terminados em confinamento. Utilizaram-se 40 animais (20 machos e 20 fêmeas), desmamados aos 60 dias e alimentados, à vontade, com uma ração com 16,46% de PB e 67,63% de NDT. Foram divididos em quatro grupos de machos (G1M, G2M, G3M e G4M), sacrificados, respectivamente, com os pesos supracitados, e, da mesma forma, quatro grupos de fêmeas (G1F, G2F, G3F e G4F). Determinaram-se as medidas da carcaça e, de forma subjetiva, a condição corporal, o grau de conformação e o grau de gordura de cobertura. Calcularam-se os índices de compacidade da carcaça e da perna. Foram registrados os pesos e as porcentagens de sete cortes da meia carcaça, bem como as porcentagens de osso, músculo e tecido adiposo, avaliadas por meio de dissecção do lombo. A espessura da gordura de cobertura foi determinada na região lombar. O estudo morfométrico confirmou maior alongamento ósseo dos machos. de maneira geral, as carcaças apresentaram-se com bom acabamento, segundo os índices de compacidade verificados. Os cortes das carcaças das fêmeas foram mais pesados que os dos machos (exceto para o peso de 28 kg ao abate), principalmente em função dos maiores teores de gordura. Destaca-se a representabilidade dos pesos da pele e do conteúdo gastrintestinal na determinação do rendimento da carcaça. Pelos resultados obtidos, recomenda-se 28 kg como peso referência para sacrifício.
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The result that we treat in this article allows to the utilization of classic tools of convex analysis in the study of optimality conditions in the optimal control convex process for a Volterra-Stietjes linear integral equation in the Banach space G([a, b],X) of the regulated functions in [a, b], that is, the functions f : [a, 6] → X that have only descontinuity of first kind, in Dushnik (or interior) sense, and with an equality linear restriction. In this work we introduce a convex functional Lβf(x) of Nemytskii type, and we present conditions for its lower-semicontinuity. As consequence, Weierstrass Theorem garantees (under compacity conditions) the existence of solution to the problem min{Lβf(x)}. © 2009 Academic Publications.
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Pós-graduação em Zootecnia - FMVZ
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This paper presents a definition of universal logic in a strictly settheoretic environment and compares logical and topological properties in this abstract environment. From these properties, we verify the etymology of the more common names given for evolved properties, and so we establish the precedence or equivalence among them.