Libroslandia

Gluing Construction And Maskit Slice

ISBN: 978-3659302695 | ASIN: 3659302694 | Tamaño descarga: 2782KB


Puedes COMPRAR el libro desde los siguientes enlaces
Comprar el libro Gluing Construction And Maskit Slice en Amazon Comprar el libro Gluing Construction And Maskit Slice en CasaDelLibro

Puedes DESCARGAR el libro desde los siguientes enlaces
Libro Gluing Construction And Maskit Slice EPUB Libro Gluing Construction And Maskit Slice PDF

Media de 1 estrellas basadas en 19 opiniones

Gluing Construction And Maskit Slice EPUB

Gluing Construction And Maskit Slice PDF

Descargar Libro Gluing Construction And Maskit Slice

Libro Gluing Construction And Maskit Slice de Maloni Sara

Libro Online Ebook Gluing Construction And Maskit Slice

Sinopsis del libro

In this work we mainly deal with Kleinian groups, which are discrete groups of isometries of the hyperbolic tres-space. In the 1960s, Kleinian groups were studied mainly analytically, but in the 1970s Thurston revolutionised the subject by taking a more topological viewpoint. In 1990s Keen and Series introduced the Pleating Coordinates Theory. Their key idea was to study the deformation spaces of holomorphic families of Kleinian groups vía the internal geometry of the associated hyperbolic tres-manifold. In this book, given a surface of negative Euler characteristic, we endow it with a projective structure, which depends on some complex parameters, using a `plumbing’ construction. In particular, the traces of the holonomy image of the encorves on S are polynomials in these parameters, and we prove a elabora expressing the coefficients of the top terms of these polynomials in terms of the Dehn-Thurston coordinates of the encorves. If the representation is free and discrete, then the representation lies on the Maskit slice, and the elabora discussed above enables us to find the asymptotic direction of the pleating rays in the Maskit slice as the bending measure tends to zero. | Maloni Sara