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"This is a large book with an abundance of topics. I think it well to present something of a guided tour for the prospective reader. Before that, though, allow a bit of advice from an old hand at learning mathematics and physics. The strict training of many students of mathematics imprints a certain psychological pressure on their practice of learning a new topic. Since the rallying cry of pure mathematics, especially in the foundational courses at the advanced undergraduate and beginning graduate levels, is rigorous argument]nothing accepted without airtight proof argued from axioms or theorems]the student often enters the second year of graduate work with a psychological need to learn any new technical subject linearly, accepting nothing until its proof is understood"--
Introduction Dessins d'enfants Discrete Dessins via circle packing Uniformizing Dessins A menagerie of Dessins d'enfants Computational issues Additional constructions Non-equilateral triangulations The discrete option Appendix: Implementation Bibliography.
A leisurely but mathematically honest presentation of quantum mechanics for graduate students in mathematics with an interest in physics.
Publishes in-depth articles on labor subjects, current labor statistics, information about current labor contracts, and book reviews.
"Quasiconformal Mappings and their Applications covers conformal invariance and conformally invariant metrics, hyperbolic-type metrics and hyperbolic geodesics, isometries of relative metrics, uniform spaces and Gromov hyperbolicity, quasiregular mappings and quasiconformal mappings in n-space, universal Teichmuller space and related topics, quasiminimizers and potential theory, and numerical conformal mapping and circle packings."--BOOK JACKET.