From Classical to Modern Algebraic Geometry [electronic resource] : Corrado Segre's Mastership and Legacy / edited by Gianfranco Casnati, Alberto Conte, Letterio Gatto, Livia Giacardi, Marina Marchisio, Alessandro Verra.

Preface -- Part I: Corrado Segre' Leadership: from Torino to the International Scene/Arena -- Contributions by Aldo Brigaglia, Alberto Conte and Livia Giacardi, Paola Gario, Erika Luciano and Clara Silvia Roero, David Rowe -- Part II: Perspectives on Segre's Legacy -- Contributions by Jérémy Blanc, Luca Chiantini and Duccio Sacchi, Ciro Ciliberto, Maria Angelica Cueto, Massimiliano Mella, Kristian Ranestad and Piotr Zwiernik, Laura Costa, Rosa M. Miró-Roig and Joan Pons-Llopis, Igor Dolgachev, Margarida Mendes Lopes and Rita Pardini, Emilia Mezzetti, Edoardo Sernesi -- Part III: The Unpublished Notebook of Corrado Segre Sulla Geometria Sugli Enti Algebrici Semplicemente Infiniti (1890-1891) -- Alberto Conte, Introduction -- Reproduction of the Manuscript -- Appendices.

This book commemorates the 150th birthday of Corrado Segre, one of the founders of the Italian School of Algebraic Geometry and a crucial figure in the history of Algebraic Geometry. It is the outcome of a conference held in Turin, Italy. One of the book's most unique features is the inclusion of a previously unpublished manuscript by Corrado Segre, together with a scientific commentary. Representing a prelude to Segre's seminal 1894 contribution on the theory of algebraic curves, this manuscript and other important archival sources included in the essays shed new light on the eminent role he played at the international level. Including both survey articles and original research papers, the book is divided into three parts: section one focuses on the implications of Segre's work in a historic light, while section two presents new results in his field, namely Algebraic Geometry. The third part features Segre's unpublished notebook: Sulla Geometria Sugli Enti Algebrici Semplicemente Infiniti (1890-1891). This volume will appeal to scholars in the History of Mathematics, as well as to researchers in the current subfields of Algebraic Geometry.