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The Mathematical Theory of Black Holes
TitreThe Mathematical Theory of Black Holes
Des pages120 Pages
Une longueur de temps46 min 32 seconds
QualitéRealAudio 44.1 kHz
Publié1 year 7 months 23 days ago
Taille du fichier1,266 KB
Fichierthe-mathematical-the_xPdjp.pdf
the-mathematical-the_9WRkb.mp3

The Mathematical Theory of Black Holes

Catégorie: Calendriers et Agendas, Livres pour enfants, Religions et Spiritualités
Auteur: Dante Alighieri, Darynda Jones
Éditeur: Alison Smith
Publié: 2019-10-06
Écrivain: Julie King, Wim Hof
Langue: Hollandais, Arabe, Tchèque, Bulgare
Format: Livre audio, pdf
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Topologia, Geometria e Buracos Negros - This is an introductory text on (Algebraic) Topology and Geometry, focusing on the general theory of spherically symmetric black holes. Written in Brazilian Portuguese. The text start with some category theory, and then we introduce the homotopy category of topological spaces. We talk briefly about basic aspects of homotopy theories, including higher homotopy groups, generalized cohomology, etc. Next we introduce general fiber bundles, sketch the classication theorem for principal bundles and show the correspondence between principal bundles and vector bundles. We study the problem of building global sections by means of obstruction theory methods. In the sequence we define connections in principal G-bundles as integrable distribution, show the relation with Lie(G)-valued forms an analyze the interplay between curvature and holonomy (Ambrose-Singer theorem). The correspondence between horizontal equivariant Lie(G)-valued forms on principal bundles P-->M and Ad(P)-valued forms on M is established and the Bianc
Gravitational scattering of electromagnetic field by Schwarzschild ... - Gravitational scattering of electromagnetic field by Schwarzschild black-hole ... [3] S. Chandrasekar, The Mathematical Theory of Black-Holes, Oxford University ...
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