Large Cardinals
Mostrando 1-4 de 4 artigos, teses e dissertações.
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1. Reflection of cardinal functions / Reflexão de funções cardinais
This work investigates problems about reflection of cardinal functions, using techniques such as elementary submodels and PCF Theory. We show that the Lindelöf degree reflects all the strongly inaccessible cardinals and that a example of a space in which the same cardinal function does not reflect a weakly inaccessible cardinal requires \"0# exists\". Furth
IBICT - Instituto Brasileiro de Informação em Ciência e Tecnologia. Publicado em: 15/06/2012
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2. Avaliação das atividades analgesica e antiinflamatoria da fração hexanica Agave sisalana / Evaluation of activities analgesic and anti-inflammatory of hexanic fraction of Agave sisalana
Pain is defined as complex and vague sensation that involves several factors such as life style and environment. Many times pain is a result of an inflammatory process. The inflammation an imune system response to different kind of stimulus, microorganisms, tissue injuries, miogenic stimulus or even cirurgic traumas, which release several endogens mediators.
Publicado em: 2009
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3. Projective determinacy
It is shown that projective determinacy follows from large cardinal axioms weaker than the assertion that supercompact cardinals exist.
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4. Equivalence of partition properties and determinacy
It is shown that, within L(ℝ), the smallest inner model of set theory containing the reals, the axiom of determinacy is equivalent to the existence of arbitrarily large cardinals below Θ with the strong partition property κ → (κ)κ.