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This book gives a comprehensive treatment of the singularities that appear in the minimal model program and in the moduli problem for varieties. The study of these singularities and the development of Mori's program have been deeply intertwined.
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Early work on minimal models relied on detailed study of terminal and canonical singularities but many later results on log terminal singularities were obtained as consequences of the minimal model program. Recent work on the abundance conjecture and on moduli of varieties of general type relies on subtle properties of log canonical singularities and conversely, the sharpest theorems about these singularities use newly developed special cases of the abundance problem.
This book untangles these interwoven threads, presenting a self-contained and complete theory of these singularities, including many previously unpublished results. More Mathematics. The Red Book of Mathematical Problems. Kenneth S. An Introduction to Homological Algebra. Charles A. Crystal Bases. Daniel Bump. Nikolaos Galatos. Encyclopedia of General Topology. Introduction to Singularities. Shihoko Ishii. Enumerative Combinatorics: Volume 1. Geometry of Crystallographic Groups. Modern Nonlinear Equations. Thomas L.
Highlights in Lie Algebraic Methods. Anthony Joseph. Mathematics in the 21st Century. Pierre Cartier. Fractals in Probability and Analysis. Christopher J. Probabilistic Metric Spaces. Representation Theory of the Symmetric Groups. Tullio Ceccherini-Silberstein. The Mathematical Legacy of Srinivasa Ramanujan. Ram Murty. Codes and Automata.
Jean Berstel. Vertex Operator Algebras and the Monster. Igor Frenkel. Algebraic Theory of Locally Nilpotent Derivations. Gene Freudenburg. Infinite Crossed Products. Donald S. Representation Theory of Finite Monoids. Benjamin Steinberg. Thomas Lam. Walter Gautschi, Volume 2. Claude Brezinski.
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Singularities of the Minimal Model Program
Handbook of Algebraic Topology. Flatland: a romance of many dimensions - The Original Classic Edition. Abbott Edwin. Groups, Graphs and Random Walks. The Lefschetz Properties. Tadahito Harima. A Readable Introduction to Real Mathematics. Daniel Rosenthal. Operator Algebras and Applications. Sergey Neshveyev.
Complex Numbers from A to Titu Andreescu. Open Problems in Mathematics.
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John Forbes Nash. Professor Wolfram Decker. Function Spaces and Partial Differential Equations. Ali Taheri. Rational Points on Elliptic Curves. Joseph H. Singularities and Computer Algebra. Wolfram Decker. Alexei N. Bridging Algebra, Geometry, and Topology. Denis Ibadula.
www.samplemedicalsite.com/wp-content/nipysyjap/4444-programa-localizao-celular.php Markov Chains. David Eisenbud. Automorphic Forms and Galois Representations: Volume 1. Fred Diamond. Computational Methods in Nonlinear Analysis. Ioannis K Argyros. Knots and Primes. Masanori Morishita. Periods and Nori Motives. Annette Huber. Probability on Compact Lie Groups. David Applebaum. Classical Algebraic Geometry. Igor V. Real Reductive Groups I. Nolan R. Michael Baake. Louis H.
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Related Singularities of the Minimal Model Program (Cambridge Tracts in Mathematics, 200)
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