931 resultados para Hardy Inequalities
Polimorfismos beta1-adrenérgico associados com Fibrilação Atrial na Insuficiência Cardíaca Sistólica
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FUNDAMENTO: O sistema nervoso simpático apresenta grande importância na patogênese da fibrilação atrial na insuficiência cardíaca sistólica. A identificação de polimorfismos no gene ADBR1 do receptor beta1-adrenérgico representa um importante passo no conhecimento dessa patogênese. OBJETIVO: Este estudo analisou a associação entre os dois polimorfismos funcionais do gene ADBR1 do receptor beta1-adrenérgico, Ser49Gly e Arg389Gly, e a presença da fibrilação atrial em pacientes com insuficiência cardíaca sistólica. MÉTODOS: Estudo caso-controle com 144 pacientes portadores de insuficiência cardíaca sistólica, dos quais 24 com fibrilação atrial (casos) e 120 sem fibrilação atrial (controles). O DNA genômico foi extraído de leucócitos do sangue periférico e os genótipos dos polimorfismos Ser49Gly e Arg389Gly foram identificados em todos os indivíduos por PCR/RFLP (polymerase chain reaction / restriction fragment length polymorphism). RESULTADOS: A média etária foi 59 ± 13 anos, 70% dos pacientes eram do sexo masculino, 42% apresentavam causa isquêmica e 74% apresentavam hipertensão arterial sistêmica. Os genótipos Ser49Ser e Arg389Arg apresentaram associação significativa com fibrilação atrial (p = 0,005 e p = 0,01; respectivamente). Por meio de regressão logística, ambos ajustados para o tamanho do átrio esquerdo e idade, mantiveram associação significativa (Arg389Arg - odds ratios: 2,78; intervalo de confiança de 95% = 1,02 - 7,56 e Ser49Ser - odds ratios: 8,02; intervalo de confiança de 95% = 1,02 - 63,82). CONCLUSÃO: Ambos os genótipos associaram-se com fibrilação atrial nos pacientes estudados, porém apenas o polimorfismo Ser49Gly apresentava-se em equilíbrio de Hardy-Weinberg.
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FUNDAMENTO: Ablação por radiofrequência (ARF) em crianças consiste em uma prática cada vez mais frequente. OBJETIVO: Avaliar, em nossa instituição, os resultados da ARF em crianças com idade abaixo de 15 anos. MÉTODOS: Foram analisadas 125 crianças submetidas à ARF entre maio de 1991 a maio de 2010. RESULTADOS: Sessenta e sete (53,6%) crianças eram do sexo masculino, com idade entre 44 dias e 15 anos (média de 8,6 ± 3,3 anos) e peso mediano de 31 kg. Cardiopatia esteve presente em 21 (16,8%) pacientes. A ARF de vias acessórias (VA) foi o procedimento mais comum (62 crianças - 49,6%). A ARF de taquicardias por reentrada nodal (TRN) foi a segunda arritmia mais frequente, em 27 (21,6%), seguida de taquicardias atriais (TA), em 16 (12,8%) e de taquicardias ventriculares (TV) em 8 (6,4%) crianças. Os critérios de sucesso foram alcançados em 86,9%, 96,1%, 80% e 62,5% dos pacientes submetidos à ARF de VA, TRN, TA e TV, respectivamente. Os bloqueios atrioventriculares transitórios (BAVT) ocorreram durante a ARF em 4 (3,2%) e BRD em 7 (5,6%) crianças. Vinte e cinco crianças foram submetidos à nova ARF por insucesso inicial ou recorrência. Durante o seguimento médio de 5,5 ± 3,4 anos, 107 (88,4%) persistiram sem recorrência. Não houve diferença estatística em relação aos resultados e à idade em que o paciente se submeteu ao procedimento. Nenhuma criança apresentou BAVT persistente ou necessitou de marca-passo definitivo. CONCLUSÃO: A ablação por cateter é uma alternativa terapêutica segura e eficiente em crianças com taquicardias recorrentes refratárias ao tratamento clínico.
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1) O equilíbrio em populações, inicialmente compostas de vários genotipos depende essencialmente de três fatores: a modalidade de reprodução e a relativa viabilidade e fertilidade dos genotipos, e as freqüências iniciais. 2) Temos que distinguir a) reprodução por cruzamento livre quando qualquer indivíduo da população pode ser cruzado com qualquer outro; b) reprodução por autofecundação, quando cada indivíduo é reproduzido por uma autofecundação; c) finalmente a reprodução mista, isto é, os casos intermediários onde os indivíduos são em parte cruzados, em parte autofecundados. 3) Populações heterozigotas para um par de gens e sem seleção. Em populações com reprodução cruzada se estabelece na primeira geração um equilíbrio entre os três genotipos, segundo a chamada regra de Hardy- Weinberg. Inicial : AA/u + Aa/v aa/u = 1 Equilibirio (u + v/2)² + u + v/2 ( w + v/2) + (w + v/2)² = p2 + 2 p o. q o. + q²o = 1 Em populações com autofecundação o equilíbrio será atingido quando estiverem presentes apenas os dois homozigotos, e uma fórmula é dada que permite calcular quantas gerações são necessárias para atingir aproximadamente este resultado. Finalmente, em populações com reprodução mista, obtemos um equilíbrio com valores intermediários, conforme Quadro 1. Frequência Genotipo Inicial mº Geração Final AA u u + 2m-1v / 2m+1 u + 1/2v Aa v 2/ 2m+2 v - aa w w + 2m - 1/ 2m + 1 v w + 1/2 v 4) Os índices de sobrevivencia. Para poder chegar a fórmulas matemáticas simples, é necessário introduzir índices de sobrevivência para medir a viabilidade e fertilidade dos homozigotos, em relação à sobrevivência dos heterozigotos. Designamos a sobrevivência absoluta de cada um dos três genotipos com x, y e z, e teremos então: x [ A A] : y [ Aa] : z [ aa] = x/y [ A A] : [ Aa] : z/ y [aa] = R A [ AA] : 1 [Aa] : Ra [aa] É evidente que os índices R poderão ter qualquer valor desde zero, quando haverá uma eliminação completa dos homozigotos, até infinito quando os heterozigotos serão completamente eliminados. Os termos (1 -K) de Haldane e (1 -S) ou W de Wright não têm esta propriedade matemática, podendo variar apenas entre zero e um. É ainda necessário distinguir índices parciais, de acordo com a marcha da eliminação nas diferentes fases da ontogenia dos indivíduos. Teremos que distinguir em primeiro lugar entre a eliminação durante a fase vegetativa e a eliminação na fase reprodutiva. Estas duas componentes são ligadas pela relação matemática. R - RV . RR 5) Populações com reprodução cruzada e eliminação. - Considerações gerais. a) O equilibrio final, independente da freqüência inicial dos genes e dos genotipos para valores da sobrevivência diferentes de um, é atingido quando os gens e os genotipos estão presentes nas proporções seguintes: (Quadro 2). po / qo = 1- ro / 1-Ra [AA] (1 - Ro)² . Rav [ Aa] = 2(1 - Ra) ( 1 - Ra) [a a} = ( 1 - Ra)² . RaA b) Fórmulas foram dadas que permitem calcular as freqüências dos genotipos em qualquer geração das populações. Não foi tentado obter fórmulas gerais, por processos de integração, pois trata-se de um processo descontínuo, com saltos de uma e outra geração, e de duração curta. 6) Populações com reprodução cruzada e eliminação. Podemos distinguir os seguintes casos: a) Heterosis - (Quadro 3 e Fig. 1). Ra < 1; Ra < 1 Inicial : Final : p (A)/q(a) -> 1-ra/1-ra = positivo/zero = infinito Os dois gens e assim os três genotipos zigóticos permanecem na população. Quando as freqüências iniciais forem maiores do que as do equilíbrio elas serão diminuidas, e quando forem menores, serão aumentadas. b) Gens recessivos letais ou semiletais. (Quadro 1 e Fig. 2). O equilíbrio será atingido quando o gen, que causa a redução da viabilidade dos homozigotos, fôr eliminado da população. . / c) Gens parcialmente dominantes semiletais. (Quadro 5 e Fig. 3). Rª ; Oz Ra < 1 Inicial : Equilibrio biológico Equilíbrio Matemático pa(A)/q(a) -> positivo /zero -> 1- Rq/ 1-Ra = positivo/negativo d) Genes incompatíveis. Ra > 1 ; Ra > 1; Ra > Ra Equílibrio/biológico p (A)/ q(a) -> positivo/zero Equilibrio matemático -> positivo/ zero -> zero/negativo -> 1-Ra/1 - Ra = negativo/negativo Nestes dois casos devemos distinguir entre o significado matemático e biológico. A marcha da eliminação não pode chegar até o equilíbrio matemático quando um dos gens alcança antes a freqüência zero, isto é, desaparece. Nos três casos teremos sempre uma eliminação relativamente rápida de um dos gens «e com isso do homozigoto respectivo e dos heterozigotòs. e) Foram discutidos mais dois casos especiais: eliminação reprodutiva diferencial dos dois valores do sexo feminino e masculino, -e gens para competição gametofítica. (Quadros 6 e 7 e Figs. 4 a 6). 7) População com autofecundação e seleção. O equilíbrio será atingido quando os genotipos estiverem presentes nas seguintes proporções: (Quadro 8); [AA] ( 0,5 - Ra). R AV [Aa] = 4. ( 0,5 - Ra) . (0.5 -R A) [aa] ( 0,5 - R A) . Rav Também foram dadas fórmulas que permitem calcular as proporções genotípicas em cada geração e a marcha geral da eliminação dos genotipos. 8)Casos especiais. Podemos notar que o termo (0,5 -R) nas fórmulas para as populações autofecundadas ocupa mais ou menos a mesma importância do que o termo (1-R) nas fórmulas para as populações cruzadas. a) Heterosis. (Quadro 9 e Fig. 7). Quando RA e Ra têm valores entre 0 e 0,5, obtemos o seguinte resultado: No equilíbrio ambos os gens estão presentes e os três heterozigotos são mais freqüentes do que os homozigotos. b) Em todos os demais casos, quando RA e Ra forem iguais ou maiores do que 0,5, o equilíbrio é atingido quando estão representados na população apenas os homozigotos mais viáveis e férteis. (Quadro 10). 9) Foram discutidos os efeitos de alterações dos valores da sobrevivência (Fig. 9), do modo de reprodução (Fig. 10) e das freqüências iniciais dos gens (Fig. 8). 10) Algumas aplicações à genética aplicada. Depois de uma discussão mais geral, dois problemas principais foram tratados: a) A homogeneização: Ficou demonstrado que a reprodução por cruzamento livre representa um mecanismo muito ineficiente, e que se deve empregar sempre ou a autofecundação ou pelo menos uma reprodução mista com a maior freqüência possível de acasalamentos consanguíneos. Fórmulas e dados (Quadro 11 e 12), permitem a determinação do número de gerações necessárias para obter um grau razoável de homozigotia- b) Heterosis. Existem dois processos, para a obtenção de um alto grau de heterozigotia e com isso de heterosis: a) O método clássico do "inbreeding and outbreeding". b) O método novo das populações balançadas, baseado na combinação de gens que quando homozigotos dão urna menor sobrevivência do que quando heterozigotos. 11) Algumas considerações sobre a teoria de evolução: a) Heterosis. Os gens com efeito "heterótico", isto é, nos casos onde os heterozigotos s mais viáveis e férteis, do que os homozigotos, oferecem um mecanismo especial de evolução, pois nestes casos a freqüência dos gens, apesar de seu efeito negativo na fase homozigota, tem a sua freqüência aumentada até que seja atingido o valor do equilíbrio. b) Gens letais e semiletais recessivos. Foi demonstrado que estes gens devem ser eliminados automáticamente das populações. Porém, ao contrário do esperado, não s raros por exemplo em milho e em Drosophila, gens que até hoje foram classificados nesta categoria. Assim, um estudo detalhado torna-se necessário para resolver se os heterozigotos em muitos destes casos não serão de maior sobrevivência do que ambos os homozigotos, isto é, que se trata realmente de genes heteróticos. c) Gens semiletais parcialmente dominantes. Estes gens serão sempre eliminados nas populações, e de fato eles são encontrados apenas raramente. d) Gens incompatíveis. São também geralmente eliminados das populações. Apenas em casos especiais eles podem ter importância na evolução, representando um mecanismo de isolamento.
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This paper deals with problems on population genetics in Hymenoptera and particularly in social Apidae. 1) The studies on populations of Hymenoptera were made according to the two basic types of reproduction: endogamy and panmixia. The populations of social Apinae have a mixed method of reproduction with higher percentage of panmixia and a lower of endogamy. This is shown by the following a) males can enter any hive in swarming time; b) males of Meliponini are expelled from hives which does not need them, and thus, are forced to look for some other place; c) Meliponini males were seen powdering themselves with pollen, thus becoming more acceptable in any other hive. The panmixia is not complete owing to the fact that the density of the breeding population as very low, even in the more frequent species as low as about 2 females and 160 males per reproductive area. We adopted as selection values (or survival indices) the expressions according to Brieger (1948,1950) which may be summarised as follows; a population: p2AA + ²pq Aa + q2aa became after selection: x p2AA + 2pq Aa + z q²aa. For alge-braics facilities Brieger divided the three selective values by y giving thus: x/y p2 AA + y/y 2 pq Aa + z/y q²aa. He called x/y of RA and z/y of Ra, that are survival or selective index, calculated in relation to the heterozygote. In our case all index were calculated in relation to the heterozygote, including the ones for haploid males; thus we have: RA surveval index of genotype AA Ra surveval index of genotype aa R'A surveval index of genotype A R'a surveval index of genotype a 1 surveval index of genotype Aa The index R'A ande R'a were equalized to RA and Ra, respectively, for facilities in the conclusions. 2) Panmitic populations of Hymenoptera, barring mutations, migrations and selection, should follow the Hardy-Weinberg law, thus all gens will be present in the population in the inicial frequency (see Graphifc 1). 3) Heterotic genes: If mutation for heterotic gene ( 1 > RA > Ra) occurs, an equilibrium will be reached in a population when: P = R A + Ra - 2R²a _____________ (9) 2(R A + Ra - R²A - R²a q = R A + Ra - 2R²A _____________ (10) 2(R A + Ra - R²A - R²a A heterotic gene in an hymenopteran population may be maintained without the aid of new mutation only if the survival index of the most viable mutant (RA) does not exced the limiting value given by the formula: R A = 1 + √1+Ra _________ 4 If RA has a value higher thah the one permitted by the formula, then only the more viable gene will remain present in the population (see Graphic 10). The only direct proof for heterotic genes in Hymenoptera was given by Mackensen and Roberts, who obtained offspring from Apis mellefera L. queens fertilized by their own sons. Such inbreeding resulted in a rapid loss of vigor the colony; inbred lines intercrossed gave a high hybrid vigor. Other fats correlated with the "heterosis" problem are; a) In a colony M. quadrifasciata Lep., which suffered severely from heat, the percentage of deths omong males was greater .than among females; b) Casteel and Phillips had shown that in their samples (Apis melifera L). the males had 7 times more abnormalities tian the workers (see Quadros IV to VIII); c) just after emerging the males have great variation, but the older ones show a variation equal to that of workers; d) The tongue lenght of males of Apis mellifera L., of Bombus rubicundus Smith (Quadro X), of Melipona marginata Lep. (Quadro XI), and of Melipona quadrifasciata Lep. Quadro IX, show greater variationthan that of workers of the respective species. If such variation were only caused by subviables genes a rapid increasse of homozigoty for the most viable alleles should be expected; then, these .wild populations, supposed to be in equilibrium, could .not show such variability among males. Thus we conclude that heterotic genes have a grat importance in these cases. 4) By means of mathematical models, we came to the conclusion tht isolating genes (Ra ^ Ra > 1), even in the case of mutations with more adaptability, have only the opor-tunity of survival when the population number is very low (thus the frequency of the gene in the breeding population will be large just after its appearence). A pair of such alleles can only remain present in a population when in border regions of two races or subspecies. For more details see Graphics 5 to 8. 5) Sex-limited genes affecting only females, are of great importance toHymenoptera, being subject to the same limits and formulas as diploid panmitic populations (see formulas 12 and 13). The following examples of these genes were given: a) caste-determining genes in the genus Melipona; b) genes permiting an easy response of females to differences in feeding in almost all social Hymenoptera; c) two genes, found in wild populations, one in Trigona (Plebéia) mosquito F. SMITH (quadro XII) and other in Melipona marginata marginata LEP. (Quadro XIII, colonies 76 and 56) showing sex-limited effects. Sex-limited genes affecting only males do not contribute to the plasticity or genie reserve in hymenopteran populations (see formula 14). 6) The factor time (life span) in Hymenoptera has a particular importance for heterotic genes. Supposing one year to be the time unit and a pair of heterotic genes with respective survival indice equal to RA = 0, 90 and Ra = 0,70 to be present; then if the life time of a population is either one or two years, only the more viable gene will remain present (see formula 11). If the species has a life time of three years, then both alleles will be maintained. Thus we conclude that in specis with long lif-time, the heterotic genes have more importance, and should be found more easily. 7) The colonies of social Hymenoptera behave as units in competition, thus in the studies of populations one must determine the survival index, of these units which may be subdivided in indice for egg-laying, for adaptive value of the queen, for working capacity of workers, etc. 8) A study of endogamic hymenopteran populations, reproduced by sister x brother mating (fig. 2), lead us to the following conclusions: a) without selection, a population, heterozygous for one pair of alleles, will consist after some generations (theoretically after an infinite number of generation) of females AA fecundated with males A and females aa fecundated with males a (see Quadro I). b) Even in endogamic population there is the theoretical possibility of the presence of heterotic genes, at equilibrium without the aid of new mutations (see Graphics 11 and 12), but the following! conditions must be satisfied: I - surveval index of both homozygotes (RA e Ra) should be below 0,75 (see Graphic 13); II - The most viable allele must riot exced the less viable one by more than is permited by the following formula (Pimentel Gomes 1950) (see Gra-fic 14) : 4 R5A + 8 Ra R4A - 4 Ra R³A (Ra - 1) R²A - - R²a (4 R²a + 4 Ra - 1) R A + 2 R³a < o Considering these two conditions, the existance of heterotic genes in endogamic populations of Hymenoptera \>ecames very improbable though not - impossible. 9) Genie mutation offects more hymenopteran than diploid populations. Thus we have for lethal genes in diploid populations: u = q2, and in Hymenoptera: u = s, being u the mutation ratio and s the frequency of the mutant in the male population. 10) Three factors, important to competition among species of Meliponini were analysed: flying capacity of workers, food gathering capacity of workers, egg-laying of the queen. In this connection we refer to the variability of the tongue lenght observed in colonies from several localites, to the method of transporting the pollen in the stomach, from some pots (Melliponi-ni storage alveolus) to others (e. g. in cases of pillage), and to the observation that the species with the most populous hives are almost always the most frequent ones also. 11) Several defensive ways used for Meliponini to avoid predation are cited, but special references are made upon the camouflage of both hive (fig. 5) and hive entrance (fig. 4) and on the mimetism (see list in page ). Also under the same heading we described the method of Lestrimelitta for pillage. 12) As mechanisms important for promoting genetic plasticity of hymenopteran species we cited: a) cytological variations and b) genie reserve. As to the former, duplications and numerical variations of chromosomes were studied. Diprion simile ATC was cited as example for polyploidy. Apis mellife-ra L. (n = 16) also sugests polyploid origen since: a) The genus Melipona, which belongs to a" related tribe, presents in all species so far studied n = 9 chromosomes and b) there occurs formation of dyads in the firt spermatocyte division. It is su-gested that the origin of the sex-chromosome of Apis mellifera It. may be related to the possible origin of diplo-tetraploidy in this species. With regards to the genie reserve, several possible types of mutants were discussed. They were classified according to their survival indices; the heterotic and neutral mutants must be considered as more important for the genie reserve. 13) The mean radius from a mother to a daghter colony was estimated as 100 meters. Since the Meliponini hives swarm only once a year we may take 100 meters a year as the average dispersion of female Meliponini in ocordance to data obtained from Trigona (tetragonisca) jaty F. SMITH and Melipona marginata LEP., while other species may give different values. For males the flying distance was roughly estimated to be 10 times that for females. A review of the bibliography on Meliponini swarm was made (pg. 43 to 47) and new facts added. The population desity (breeding population) corresponds in may species of Meliponini to one male and one female per 10.000 square meters. Apparently the males are more frequent than the females, because there are sometimes many thousands, of males in a swarm; but for the genie frequency the individuals which have descendants are the ones computed. In the case of Apini and Meliponini, only one queen per hive and the males represented by. the spermatozoos in its spermateca are computed. In Meliponini only one male mate with the queen, while queens of Apis mellijera L. are fecundated by an average of about 1, 5 males. (Roberts, 1944). From the date cited, one clearly sees that, on the whole, populations of wild social bees (Meliponini) are so small that the Sewall Wright effect may become of great importance. In fact applying the Wright's formula: f = ( 1/aN♂ + 1/aN♀) (1 - 1/aN♂ + 1/aN♀) which measures the fixation and loss of genes per generation, we see that the fixation or loss of genes is of about 7% in the more frequent species, and rarer species about 11%. The variation in size, tergite color, background color, etc, of Melipona marginata Lep. is atributed to this genetic drift. A detail, important to the survival of Meliponini species, is the Constance of their breeding population. This Constance is due to the social organization, i. e., to the care given to the reproductive individuals (the queen with its sperm pack), to the way of swarming, to the food storage intended to control variations of feeding supply, etc. 14) Some species of the Meliponini are adapted to various ecological conditions and inhabit large geographical areas (e. g. T. (Tetragonisca jaty F. SMITH), and Trigona (Nanno-trigona testaceicornis LEP.) while others are limited to narrow regions with special ecological conditions (e. g. M. fuscata me-lanoventer SCHWARZ). Other species still, within the same geographical region, profit different ecological conditions, as do M. marginata LEP. and M. quadrifasciata LEP. The geographical distribution of Melipona quadrifasciata LEP. is different according to the subspecies: a) subsp anthidio-des LEP. (represented in Fig. 7 by black squares) inhabits a region fron the North of the S. Paulo State to Northeastern Brazil, ,b) subspecies quadrifasciata LEP., (marked in Fig. 7 with black triangles) accurs from the South of S. Paulo State to the middle of the State of Rio Grande do Sul (South Brazil). In the margined region between these two areas of distribution, hi-brid colonies were found (Fig. 7, white circles); they are shown with more details in fig. 8, while the zone of hybridization is roughly indicated in fig. 9 (gray zone). The subspecies quadrifasciata LEP., has 4 complete yellow bands on the abdominal tergites while anthidioides LEP. has interrupted ones. This character is determined by one or two genes and gives different adaptative properties to the subspecies. Figs. 10 shows certains meteorological isoclines which have aproximately the same configuration as the limits of the hybrid zone, suggesting different climatic adaptabilities for both genotypes. The exis-tance of a border zone between the areas of both subspecies, where were found a high frequency of hybrids, is explained as follows: being each subspecies adapted to a special climatic zone, we may suppose a poor adaptation of either one in the border region, which is also a region of intermediate climatic conditions. Thus, the hybrids, having a combination of the parent qualities, will be best adapted to the transition zone. Thus, the hybrids will become heterotic and an equilibrium will be reached with all genotypes present in the population in the border region.
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This study investigates the Drosophilidae species associated to fruiting bodies of fungi in forested and anthropized environments of the Atlantic Rain Forest Biome, in south and southeastern Brazil. We collected samples of imagoes flying over and emerging from fruiting bodies of species of five fungi families, in six collection sites. We obtained 18 samples, from which emerged 910 drosophilids of 31 species from the genera Drosophila Fallen, 1823, Hirtodrosophila Duda, 1923, Leucophenga Mik, 1886, Mycodrosophila Oldenberg, 1914, Scaptomyza Hardy, 1849, Zaprionus Coquillett, 1901 and Zygothrica Wiedemann, 1830. The Drosophila species collected on fungi, as well as Zaprionus indianus Gupta, 1970, had previously been recorded colonizing fruits, demonstrating their versatility in resource use. Most of these species belong to the immigrans-tripunctata radiation of Drosophila. Our records expands the mycophagous habit (feeding or breeding on fungi) to almost all species groups of this radiation in the Neotropical region, even those supposed to be exclusively frugivorous. Assemblages associated to fungi of forested areas were more heterogeneous in terms of species composition, while those associated to fungi of anthropized areas were more homogeneous. The drosophilids from anthropized areas were also more versatile in resource use.
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We quantify the long-time behavior of a system of (partially) inelastic particles in a stochastic thermostat by means of the contractivity of a suitable metric in the set of probability measures. Existence, uniqueness, boundedness of moments and regularity of a steady state are derived from this basic property. The solutions of the kinetic model are proved to converge exponentially as t→ ∞ to this diffusive equilibrium in this distance metrizing the weak convergence of measures. Then, we prove a uniform bound in time on Sobolev norms of the solution, provided the initial data has a finite norm in the corresponding Sobolev space. These results are then combined, using interpolation inequalities, to obtain exponential convergence to the diffusive equilibrium in the strong L¹-norm, as well as various Sobolev norms.
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This paper analyses the inequality in CO2 emissions across countries (and groups of countries) and the relationship of this inequality with income inequality across countries for the period (1971-1999). The research employs the tools that are usually applied in income distribution analysis. The methodology used here gives qualitative and quantitative information on some of the features of the inequalities across countries that are considered most relevant for the design and discussion of policies aimed at mitigating climate change. The paper studies the relationship between CO2 emissions and GDP and shows that income inequality across countries has been followed by an important inequality in the distribution of emissions. This inequality has diminished mildly, although the inequality in emissions across countries ordered in the increasing value of income (inequality between rich and poor countries) has diminished less than the “simple” inequality in emissions. Lastly, the paper shows that the inequality in CO2 emissions is mostly explained by the inequality between groups with different per capita income level. The importance of the inequality within groups of similar per capita income is much lower and has diminished during the period, especially in the low-middle income group.
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Emissions distribution is a focus variable for the design of future international agreements to tackle global warming. This paper specifically analyses the future path of emissions distribution and its determinants in different scenarios. Whereas our analysis is driven by tools which are typically applied in the income distribution literature and which have recently been applied to the analysis of CO2 emissions distribution, a new methodological approach is that our study is driven by simulations run with a popular regionalised optimal growth climate change model over the 1995-2105 period. We find that the architecture of environmental policies, the implementation of flexible mechanisms and income concentration are key determinants of emissions distribution over time. In particular we find a robust positive relationship between measures of inequalities.
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A partir d'un terrain ethnographique réalisé au sein d'une équipe mobile de soins palliatifs d'un hôpital universitaire, cette thèse de doctorat porte sur les médicaments dans le contexte de la fin de vie. Au carrefour d'une socio-anthropologie de la maladie grave, du mourir et des médicaments, elle interroge les rapports à la morphine, ainsi qu'à certains psychotropes et sédatifs utilisés en soins palliatifs. Entre temporalité vécue et temporalité institutionnelle, les manières d'investir le temps lorsqu'il est compté, y sont centrales. Dans une dimension microsociale, les résultats montrent que l'introduction de certains médicaments comme la morphine et l'entrée en scène d'une équipe mobile de soins palliatifs sont des points de repère et peuvent sonner comme une annonce, sorte de sanction, dans la trajectoire incertaine de la personne malade. En outre, les médicaments permettent d'agir sur « le temps qui reste » en plus de soulager les symptômes lorsque la maladie grave bascule en maladie incurable. Ils font l'objet d'usages détournés du but initial de soulagement des symptômes pour repousser, altérer ou accélérer la mort dans une perspective de maîtrise de sa fin de vie. Dans une dimension mésosociale, ce travail considère les médicaments à la base d'échanges entre groupements professionnels sur fond d'institutionnalisation des soins palliatifs par rapport à d'autres segments de la médecine actifs dans la gestion de la fin de vie. Dans une médecine caractérisée par l'incertitude et les décisions -avec une teinte toute particulière en Suisse où le suicide assisté est toléré - les médicaments en soins palliatifs peuvent être considérés comme des instruments de mort, qu'ils soient redoutés ou recherchés. Interrogeant les risques de reproduire un certain nombre d'inégalités de traitements à l'approche de la mort, qui s'accentuent dans un contexte de plus en plus favorable aux pratiques euthanasiques, ce travail se propose, en définitive, de discuter le temps contraint de la mort dans les institutions hospitalo-universitaires, entre acharnement et abstention thérapeutique.¦-¦Based on ethnographie fieldwork conducted within a palliative care mobile team in an academic hospital, this doctoral thesis focuses on medicines used in end of life contexts. At the intersection of a socio-anthropology of illness, dying and pharmaceuticals, the relations to morphine, as well as to some psychotropic and sedative drugs used in palliative care are questioned. Between "lived" experiences of temporality and institutional temporality, the ways by which actors invest time when it is counted, appeared to be central. In a microsocial dimension, the results showed that introducing drugs such as morphine, as well as the arrival of a palliative care mobile team, are landmarks and sound like an announcement, a sort of sanction, during the uncertain trajectory of the ill person. In addition, medicines can act on "the remaining time" when severe illness shifts into incurable illness. Indeed, medicines are being diverted from the initial aim of symptom relief in order to defer, alter or hasten death in a perspective of control over one's death. In a mesosocial dimension, pharmaceuticals are seen as core to professional exchanges and to palliative care institutionalisation compared to other active medical segments in end of life care. In a medical context characterised by uncertainty and decision-taking-with a special shade in Switzerland where assisted suicide is tolerated - palliative medicines can be seen as instruments of death, whether sought or feared. Questioning the risks of reproducing treatment inequalities at the approach of death, which are accentuated in a context increasingly favorable to euthanasia practices, this study aims, ultimately, at discussing death's constrained time in academic hospitals, between therapeutic intervention and abstention.
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In this paper we investigate the role of horospheres in Integral Geometry and Differential Geometry. In particular we study envelopes of families of horocycles by means of “support maps”. We define invariant “linear combinations” of support maps or curves. Finally we obtain Gauss-Bonnet type formulas and Chern-Lashof type inequalities.
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Projecte de recerca elaborat a partir d’una estada a la Universitat de Wisconsin-Madison, EUA, Departament de Curriculum and Instruction, des de mitjans d’agost a mitjans de novembre de 2006. S’ha treballat en relació a la preparació de la tesi “Els grups interactius: una pràctica de les comunitats d’aprenentatge per a la inclusió de l’alumnat amb discapacitat “. La universitat de Wisconsin-Madison i en concret el departament de Curriculum and instruction compta amb professorat de reconegut prestigi internacional en l’àmbit de l’educació. Entre els temes que es treballen al departament i que vaig poder conèixer, en destaco les implicacions de l’educació en l’existència de desigualtats socials, així com les implicacions del govern i de les polítiques educatives en la creació i manteniment d’aquestes desigualtats, les reformes i polítiques educatives i el paper de l’educació en el més ampli context de la societat i les seves estructures, l’anàlisi del llenguatge vinculat amb les desigualtats i l’educació, la necessitat de tenir en compte la multiculturalitat des d’una perspectiva crítica, i les possibilitats de transformació en educació facilitades per les oportunitats d’interacció.
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Social medicine is a medicine that seeks to understand the impact of socio-economic conditions on human health and diseases in order to improve the health of a society and its individuals. In this field of medicine, determining the socio-economic status of individuals is generally not sufficient to explain and/or understand the underlying mechanisms leading to social inequalities in health. Other factors must be considered such as environmental, psychosocial, behavioral and biological factors that, together, can lead to more or less permanent damages to the health of the individuals in a society. In a time where considerable progresses have been made in the field of the biomedicine, does the practice of social medicine in a primary care setting still make sense?
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This paper elaborates the approach to the longitudinal analysis of income-related health inequalities first proposed in Allanson, Gerdtham and Petrie (2010). In particular, the paper establishes the normative basis of their mobility indices by embedding their decomposition of the change in the health concentration index within a broader analysis of the change in “health achievement” or wellbeing. The paper further shows that their decomposition procedure can also be used to analyse the change in a range of other commonly-used incomerelated health inequality measures, including the generalised concentration index and the relative inequality index. We illustrate our work by extending their investigation of mobility in the General Health Questionnaire measure of psychological well-being over the first nine waves of the British Household Panel Survey from 1991 to 1999.