TY - BOOK ID - 16242150 TI - Moduli of Curves : CIMAT Guanajuato, Mexico 2016 AU - Brambila Paz, Leticia. AU - Ciliberto, C. AU - Esteves, Eduardo. AU - Melo, Margarida AU - Voisin, Claire. PY - 2017 SN - 3319594869 3319594850 PB - Cham : Springer International Publishing : Imprint: Springer, DB - UniCat KW - Mathematics. KW - Algebraic geometry. KW - Category theory (Mathematics). KW - Homological algebra. KW - Projective geometry. KW - Algebraic Geometry. KW - Category Theory, Homological Algebra. KW - Projective Geometry. KW - Projective geometry KW - Homological algebra KW - Category theory (Mathematics) KW - Algebraic geometry KW - Math KW - Geometry, Modern KW - Algebra, Abstract KW - Homology theory KW - Algebra, Homological KW - Algebra, Universal KW - Group theory KW - Logic, Symbolic and mathematical KW - Topology KW - Functor theory KW - Geometry KW - Science KW - Moduli theory. KW - Curves, Algebraic. KW - Algebraic curves KW - Algebraic varieties KW - Theory of moduli KW - Analytic spaces KW - Functions of several complex variables KW - Geometry, Algebraic KW - Geometry, algebraic. KW - Algebra. KW - Mathematics KW - Mathematical analysis UR - https://www.unicat.be/uniCat?func=search&query=sysid:16242150 AB - Providing a timely description of the present state of the art of moduli spaces of curves and their geometry, this volume is written in a way which will make it extremely useful both for young people who want to approach this important field, and also for established researchers, who will find references, problems, original expositions, new viewpoints, etc. The book collects the lecture notes of a number of leading algebraic geometers and in particular specialists in the field of moduli spaces of curves and their geometry. This is an important subject in algebraic geometry and complex analysis which has seen spectacular developments in recent decades, with important applications to other parts of mathematics such as birational geometry and enumerative geometry, and to other sciences, including physics.  The themes treated are classical but with a constant look to modern developments (see Cascini, Debarre, Farkas, and Sernesi's contributions), and include very new material, such as Bridgeland stability (see Macri's lecture notes) and tropical geometry (see Chan's lecture notes). ER -