Voyageuse exceptionnelle, Edith Wharton (1862-1937) se souvient des mœurs compassées du " vieux New York " de son enfance. Henry James la nommait " l'ange de la dévastation " ; il l'invita à concentrer son attention critique sur un milieu qu'elle connaissait de l'intérieur et qui nourrit une œuvre riche et variée. Le temps de l'innocence est loin des romans de la " génération perdue ". Mais il lui valut le Prix Pulitzer (1921) et compte parmi les plus beaux textes américains. Entre nostalgie et iconoclasme, Edith Wharton explore les difficultés d'un moi qui s'insurge à demi-mot contre un univers méticuleusement répressif.
Bernard Maris was killed in Paris on January 7, 2015, during the terrorist attack against the satirical magazine Charlie Hebdo. He remains one of the most original intellectuals of contemporary France, but despite being a uniquely original heterodox thinker, his international reputation has been compromised by the fact that his writings are inaccessible to non-French speakers. This book remedies that. By providing an overview of Bernard Maris’ life and intellectual trajectory as well as an English translation of an anthology of his most relevant writings, this volume provides the international audience – for the first time ever – the chance to know and understand the contribution of this major heterodox economist. An outstanding and atypical figure in economic thought and a virulent critic of mainstream dominant economics, he was also an all-round actor and thinker of his time. Through rigorous reasoning, he questioned the notion of well-being, which, he argued, is too often conflated with having more. Enslavement by work, or the endless destructive accumulation of natural wealth, is also inherent to the capitalist system. Probably his most original contribution is his epistemological reflection on the very nature of economics and his appraisal of this discipline as a form of rhetoric. This book will be of great interest to readers in heterodox economics, economic methodology, epistemology, and French literature and culture more broadly.
This book provides a complete exposition of equidistribution and counting problems weighted by a potential function of common perpendicular geodesics in negatively curved manifolds and simplicial trees. Avoiding any compactness assumptions, the authors extend the theory of Patterson-Sullivan, Bowen-Margulis and Oh-Shah (skinning) measures to CAT(-1) spaces with potentials. The work presents a proof for the equidistribution of equidistant hypersurfaces to Gibbs measures, and the equidistribution of common perpendicular arcs between, for instance, closed geodesics. Using tools from ergodic theory (including coding by topological Markov shifts, and an appendix by Buzzi that relates weak Gibbs measures and equilibrium states for them), the authors further prove the variational principle and rate of mixing for the geodesic flow on metric and simplicial trees—again without the need for any compactness or torsionfree assumptions. In a series of applications, using the Bruhat-Tits trees over non-Archimedean local fields, the authors subsequently prove further important results: the Mertens formula and the equidistribution of Farey fractions in function fields, the equidistribution of quadratic irrationals over function fields in their completions, and asymptotic counting results of the representations by quadratic norm forms. One of the book's main benefits is that the authors provide explicit error terms throughout. Given its scope, it will be of interest to graduate students and researchers in a wide range of fields, for instance ergodic theory, dynamical systems, geometric group theory, discrete subgroups of locally compact groups, and the arithmetic of function fields.
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