Titlebook: Roadmap to Sustainable Textiles and Clothing; Regulatory Aspects a Subramanian Senthilkannan Muthu Book 2015 The Editor(s) (if applicable)

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Mônica Cavalcanti Sá de Abreunt of algebraic geometry, it is more convenient to study the tubular fibration . where . with . and . [., .]. After this fundamental result, many researches have been carried out in various related directions. Among them, the generalization of the fibration structure and related geometry to the situ

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Shanthi Radhakrishnanterferences. The first preliminary part introduces the needed notations, definitions and terminologies: e.g. resolutions, universal abelian coverings, natural line bundles on resolutions, links, spin. structures on the links. Here we also recall certain vanishing theorems and statements connected wi

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Nga H. Nguyen,Robert J. S. Beeton,Anthony Halog,An T. Duongfundamental constructions impossible directly. However, there is a unique proper map . which has the property that it is an isomorphism over the non-singular part . of . and the tangent bundle . lifted to . by this isomorphism extends uniquely to a vector bundle on .. For ., the set-theoretical fibe

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Luis Almeidan the topology of the leaves and the structure of the leaf space. We state criteria of topological conjugacy for any two foliation germs. These are based on the key notion of monodromy of a singular foliation, a topological invariant of geometric and dynamic nature. After a historical introduction,

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