2 resultados para Non-formal learning

em Universidade Complutense de Madrid


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Bioethics ecology suggests the birth of a mentality which proposes, among other things: a human certain asceticism in relation to the environment around us, based on moderation; brutal renounce consumerism that is converted into primary need so most of the time is just superfluous. Social and economic developments affecting the existing globalization process in all areas of our existence. Ignorance conditions the quality of our relationship with the people and the environment. Parallel to this, the concept of social justice is not out of the problem of the environment. At present the environmental field has been filled by qualified professionals, resulting in a coprofesionalism, and an openness to the metadiscipline or shares from trades, knowledge and non-formal learning, which should make a concerted effort to be familiar with the delicate aimed at balancing the instability that is the Middle multidisciplinary environment and seem to be witnessing a passive object of global change. It is known as transgenesis process of transferring genes into an organism. Transgenesis is currently used to make transgenic plants and animals. Several methods of transgenesis as using gene guns or the use of virus or bacteria as vectors to transfer genes.

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We investigate some topological properties, in particular formality, of compact Sasakian manifolds. Answering some questions raised by Boyer and Galicki, we prove that all higher (than three) Massey products on any compact Sasakian manifold vanish. Hence, higher Massey products do obstruct Sasakian structures. Using this, we produce a method of constructing simply connected K-contact non-Sasakian manifolds. On the other hand, for every n > 3, we exhibit the first examples of simply connected compact Sasakian manifolds of dimension 2n + 1 that are non-formal. They are non-formal because they have a non-zero triple Massey product. We also prove that arithmetic lattices in some simple Lie groups cannot be the fundamental group of a compact Sasakian manifold.