A vision modeling framework for DHM using geometrically estimated FoV

Digital human modeling (DHM) involves modeling of structure, form and functional capabilities of human users for ergonomics simulation. This paper presents application of geometric procedures for investigating the characteristics of human visual capabilities which are particularly important in the context mentioned above. Using the cone of unrestricted directions through the pupil on a tessellated head model as the geometric interpretation of the clinical field-of-view (FoV), the results obtained are experimentally validated. Estimating the pupil movement for a given gaze direction using Listing's Law, FoVs are re-computed. Significant variation of the FoV is observed with the variation in gaze direction. A novel cube-grid representation, which integrated the unit-cube representation of directions and the enhanced slice representation has been introduced for fast and exact point classification for point visibility analysis for a given FoV. Computation of containment frequency of every grid-cell for a given set of FoVs enabled determination of percentile-based FoV contours for estimating the visual performance of a given population. This is a new concept which makes visibility analysis more meaningful from ergonomics point-of-view. The algorithms are fast enough to support interactive analysis of reasonably complex scenes on a typical desktop computer. (C) 2011 Elsevier Ltd. All rights reserved.

On Wilking's criterion for the Ricci flow

Wilking has recently shown that one can associate a Ricci flow invariant cone of curvature operators , which are nonnegative in a suitable sense, to every invariant subset . In this article we show that if is an invariant subset of such that is closed and denotes the cone of curvature operators which are positive in the appropriate sense then one of the two possibilities holds: (a) The connected sum of any two Riemannian manifolds with curvature operators in also admits a metric with curvature operator in (b) The normalized Ricci flow on any compact Riemannian manifold with curvature operator in converges to a metric of constant positive sectional curvature. We also point out that if is an arbitrary subset, then is contained in the cone of curvature operators with nonnegative isotropic curvature.

Lower bounds on Ricci flow invariant curvatures and geometric applications

We consider Ricci flow invariant cones C in the space of curvature operators lying between the cones ``nonnegative Ricci curvature'' and ``nonnegative curvature operator''. Assuming some mild control on the scalar curvature of the Ricci flow, we show that if a solution to the Ricci flow has its curvature operator which satisfies R + epsilon I is an element of C at the initial time, then it satisfies R + epsilon I is an element of C on some time interval depending only on the scalar curvature control. This allows us to link Gromov-Hausdorff convergence and Ricci flow convergence when the limit is smooth and R + I is an element of C along the sequence of initial conditions. Another application is a stability result for manifolds whose curvature operator is almost in C. Finally, we study the case where C is contained in the cone of operators whose sectional curvature is nonnegative. This allows us to weaken the assumptions of the previously mentioned applications. In particular, we construct a Ricci flow for a class of (not too) singular Alexandrov spaces.

Narrow escape: how ionizing photons escape from disc galaxies

In this paper we calculate the escape fraction (f(esc)) of ionizing photons from starburst galaxies. Using 2D axisymmetric hydrodynamic simulations, we study superbubbles created by overlapping supernovae in OB associations. We calculate the escape fraction of ionizing photons from the centre of the disc along different angles through the superbubble and the gas disc. After convolving with the luminosity function of OB associations, we show that the ionizing photons escape within a cone of similar to 40 degrees, consistent with observations of nearby galaxies. The evolution of the escape fraction with time shows that it falls initially as cold gas is accumulated in a dense shell. After the shell crosses a few scaleheights and fragments, the escape fraction through the polar regions rises again. The angle-averaged escape fraction cannot exceed similar to1 - cos (1 rad)] = 0.5 from geometrical considerations (using the emission cone opening angle). We calculate the dependence of the time-and angle-averaged escape fraction on the mid-plane disc gas density (in the range n(0) = 0.15-50 cm(-3)) and the disc scaleheight (between z(0) = 10 and 600 pc). We find that the escape fraction is related to the disc parameters (the mid-plane disc density and scaleheight) roughly so that f(esc)(alpha)n(0)(2)z(0)(3) (with alpha approximate to 2.2) is a constant. For discs with a given warm neutral medium temperature, massive discs have lower escape fraction than low-mass galaxies. For Milky Way ISM parameters, we find f(esc) similar to 5 per cent, and it increases to approximate to 10 per cent for a galaxy 10 times less massive. We discuss the possible effects of clumpiness of the ISM on the estimate of the escape fraction and the implications of our results for the reionization of the Universe.

Contraction and observer design on cones

We consider the problem of positive observer design for positive systems defined on solid cones in Banach spaces. The design is based on the Hilbert metric and convergence properties are analyzed in the light of the Birkhoff theorem. Two main applications are discussed: positive observers for systems defined in the positive orthant, and positive observers on the cone of positive semi-definite matrices with a view on quantum systems. © 2011 IEEE.

Consensus in non-commutative spaces

Convergence analysis of consensus algorithms is revisited in the light of the Hilbert distance. The Lyapunov function used in the early analysis by Tsitsiklis is shown to be the Hilbert distance to consensus in log coordinates. Birkhoff theorem, which proves contraction of the Hilbert metric for any positive homogeneous monotone map, provides an early yet general convergence result for consensus algorithms. Because Birkhoff theorem holds in arbitrary cones, we extend consensus algorithms to the cone of positive definite matrices. The proposed generalization finds applications in the convergence analysis of quantum stochastic maps, which are a generalization of stochastic maps to non-commutative probability spaces. ©2010 IEEE.

Vacuum birefringence in strong inhomogeneous electromagnetic fields

Birefringence is one of the fascinating properties of the vacuum of quantum electrodynamics (QED) in strong electromagnetic fields. The scattering of linearly polarized incident probe photons into a perpendicularly polarized mode provides a distinct signature of the optical activity of the quantum vacuum and thus offers an excellent opportunity for a precision test of nonlinear QED. Precision tests require accurate predictions and thus a theoretical framework that is capable of taking the detailed experimental geometry into account. We derive analytical solutions for vacuum birefringence which include the spatio-temporal field structure of a strong optical pump laser field and an x-ray probe. We show that the angular distribution of the scattered photons depends strongly on the interaction geometry and find that scattering of the perpendicularly polarized scattered photons out of the cone of the incident probe x-ray beam is the key to making the phenomenon experimentally accessible with the current generation of FEL/high-field laser facilities.

Product quality judgments in a two-sequence cue environment

Previous research demonstrated that the sequence of informational cues and the level of distraction have an impact on the judgment of a product’s quality. This study investigates the influence of the force behind the processing of these cues, working memory (WM). The results indicate that without distraction, consumers with low and high WM capacity (WMC) equally base their product evaluation on the first sequential cue. In the presence of a distractor, however, low WM individuals are no longer able to recall the initial cue, and thus derive their product judgment from the final cue. Moreover, evidence of intercultural differences in the perception of product related cues, and their aptitude for signaling a favorable product quality is provided.

L’influence d’activités en arts plastiques sur l’expérience d’appréciation musicale d’élèves de sixième année du primaire

Depuis 2001, le Programme de formation de l’école québécoise impose l’enseignement de la compétence « apprécier » dans les quatre disciplines artistiques. Ce mémoire s’intéresse à l’influence que peuvent avoir des activités intégrant les arts plastiques à la musique sur l’expérience d’appréciation musicale d’élèves de sixième année du primaire. Plus spécifiquement, elle vise à rendre compte des différentes dimensions présentes dans la description que font les élèves de leur expérience d’appréciation ainsi qu’à comprendre de quelle façon les activités d’appréciation intégrant les arts plastiques à la musique affectent la verbalisation que font les élèves de cette expérience. La recherche prend la forme d’études de cas réalisées auprès de cinq élèves de sixième année du primaire. Ces élèves, ainsi que tous les élèves de leur classe, ont participé à une activité d’appréciation musicale intradisciplinaire ainsi qu’à deux activités d’appréciation interdisciplinaires. Après chacune des activités, ces cinq élèves ont été rencontrés individuellement. Au cours d’entrevues semi-dirigées, il leur était demandé de rendre compte de leur expérience d’appréciation. Quatre grandes tendances ont émergé de l’analyse des propos des élèves, soit le sentiment de mieux s’approprier l’œuvre entendue, une verbalisation plus précise des éléments perçus, une verbalisation plus précise des sentiments ressentis et enfin, une forme de distraction par rapport à l’œuvre entendue. Au terme de cette étude, il semble que l’utilisation d’activité d’appréciation intégrant les arts plastiques à la musique, sans faire l’objet d’un usage systématique, pourrait constituer une forme de différenciation pédagogique qui serait utile à certains types d’apprenants.

Image-Based View Synthesis

We present a new method for rendering novel images of flexible 3D objects from a small number of example images in correspondence. The strength of the method is the ability to synthesize images whose viewing position is significantly far away from the viewing cone of the example images ("view extrapolation"), yet without ever modeling the 3D structure of the scene. The method relies on synthesizing a chain of "trilinear tensors" that governs the warping function from the example images to the novel image, together with a multi-dimensional interpolation function that synthesizes the non-rigid motions of the viewed object from the virtual camera position. We show that two closely spaced example images alone are sufficient in practice to synthesize a significant viewing cone, thus demonstrating the ability of representing an object by a relatively small number of model images --- for the purpose of cheap and fast viewers that can run on standard hardware.

Force distribution in manipulation by a robot hand with equality and inequality constraints

The problem of the appropriate distribution of forces among the fingers of a four-fingered robot hand is addressed. The finger-object interactions are modelled as point frictional contacts, hence the system is indeterminate and an optimal solution is required for controlling forces acting on an object. A fast and efficient method for computing the grasping and manipulation forces is presented, where computation has been based on using the true model of the nonlinear frictional cone of contact. Results are compared with previously employed methods of linearizing the cone constraints and minimizing the internal forces.

A moment problem for random discrete measures

Let X be a locally compact Polish space. A random measure on X is a probability measure on the space of all (nonnegative) Radon measures on X. Denote by K(X) the cone of all Radon measures η on X which are of the form η =

Sequential histopathology at the Rhipicephalus sanguineus tick feeding site on dogs and guinea pigs

The tick Rhipicephalus sanguineus is a very common parasite of dogs worldwide. Dogs seem unable to acquire resistance against this tick species, whereas guinea pigs demonstrate a very strong resistance following primary infestation. We studied the inflammatory reaction at the R. sanguineus tick feeding site on dogs and guinea pigs during primary and tertiary infestations at different time intervals after attachment. Biopsies were collected after 4, 24, 48 and 96 hours. Changes that were found in all experimental groups included a cone of cement around the mouthparts of the tick, epidermal hyperplasia, edema and inflammatory cell infiltration in the dermis directly underneath the tick attachment site. Dogs reacted to ticks mainly with neutrophils, particularly after repeated exposure. Mast cells and mononuclear leukocytes were also present. Guinea pigs reacted to R. sanguineus mainly with mononuclear cells, eosinophils and basophils. These cells were particularly numerous after repeated exposure to R. sanguineus. Our results suggest that basophils and eosinophils are involved in resistance of guinea pigs to R. sanguineus and that neutrophils in dogs have little effect against this tick species.

Aspectos da produtividade do feijão correlacionados com atributos físicos do solo sob elevado nível tecnológico de manejo

No ano agrícola de 2006/07, no município de Selvíria (MS), foi analisada a produtividade do feijão em função de alguns atributos físicos de um Latossolo Vermelho distroférrico, cultivado nas condições de elevado nível tecnológico de manejo pelo sistema plantio direto irrigado com pivô central. O objetivo foi selecionar, entre os atributos pesquisados do solo, aquele com a melhor representatividade para explicar a variabilidade da produtividade agrícola. Foi instalada a malha geoestatística, para a coleta de dados do solo e da planta, com 117 pontos amostrais, numa área de 2.025 m² e declive homogêneo de 0,055 m m-1. do ponto de vista linear e espacial, a produtividade de feijão foi explicada em função da densidade de partículas e da umidade gravimétrica do solo, respectivamente. Assim, os valores de densidade de partículas entre 1,95 e 2,20 kg dm-3 e de umidade gravimétrica entre 0,205 e 0,239 kg kg-1; ambas coletadas na camada intermediária, resultaram em sítios com as mais elevadas produtividades (2.200-2.600 kg ha-1). Entretanto, para as condições do elevado nível tecnológico de manejo empregado, a produtividade média do feijão não atingiu seu máximo potencial, uma vez que o agravado estado de compactação no qual o solo se encontrava proporcionou à produtividade redução de 26,6 %. Dessa forma, os valores médios da densidade do solo e da resistência do solo à penetração, respectivamente nas faixas de 1,36-1,41 kg dm-3 e de 1,56-3,24 MPa, típicos de solos argilosos compactados, atestaram a substancial queda da produtividade de grãos de feijão.

Avaliação histológica da regeneração óssea do rádio e ulna em cães submetidos ao alongamento com o fixador de Ilizarov

O objetivo do estudo foi analisar histologicamente a qualidade, tipo e orientação dos tecidos formados na área de regeneração óssea produzida durante alongamento simultâneo do rádio e da ulna, com fixador externo de Ilizarov, a partir de osteotomia subperiosteal diafisária distal, com dois incrementos diários de 0,5 mm. A montagem foi composta de dois anéis e quatro hastes telescópicas, sendo a distração óssea iniciada no sexto dia de pós-operatório. Utilizaram-se 15 cães, sem raça definida, adultos, com peso corpóreo entre 17 e 30 kg, divididos por sorteio em subgrupos (A, B, C, D e E) compostos por três animais, que foram submetidos a eutanásia após os seguintes procedimentos: A- oito dias de alongamento, B- 15 dias de alongamento, C- 22 dias de alongamento, D- 28 dias de alongamento e oito dias de fase neutra com o fixador, E- 28 dias de alongamento, 60 dias de fase neutra com fixador e 45 dias sem fixador. Os resultados obtidos mostram que o tipo e localização da osteotomia, bem como o ritmo de distração utilizado, não interferiram sobremaneira na regeneração óssea. A reparação óssea foi eficiente, notadamente intramembranosa, contudo nos subgrupos B e C foi observada a presença de cartilagem.