The Proof Stage : How Theater Reveals the Human Truth of Mathematics

**How playwrights from Alfred Jarry and Samuel Beckett to Tom Stoppard and Simon McBurney brought the power of abstract mathematics to the human stage** The discovery of alternate geometries, paradoxes of the infinite, incompleteness, and chaos theory revealed that, despite its reputation for certainty, mathematical truth is not immutable, perfect, or even perfectible. Beginning in the last century, a handful of adventurous playwrights took inspiration from the fractures of modern mathematics to expand their own artistic boundaries. Originating in the early avant-garde, mathematics-infused theater reached a popular apex in Tom Stoppard’s 1993 play __Arcadia__. In __The Proof Stage,__ mathematician Stephen Abbott explores this unlikely collaboration of theater and mathematics. He probes the impact of mathematics on such influential writers as Alfred Jarry, Samuel Beckett, Bertolt Brecht, and Stoppard, and delves into the life and mathematics of Alan Turing as they are rendered onstage. The result is an unexpected story about the mutually illuminating relationship between proofs and plays—from Euclid and Euripides to Gödel and Godot. Theater is uniquely poised to discover the soulful, human truths embedded in the austere theorems of mathematics, but this is a difficult feat. It took Stoppard twenty-five years of experimenting with the creative possibilities of mathematics before he succeeded in making fractal geometry and chaos theory integral to __Arcadia__’s emotional arc. In addition to charting Stoppard’s journey, Abbott examines the post-__Arcadia__ wave of ambitious works by Michael Frayn, David Auburn, Simon McBurney, Snoo Wilson, John Mighton, and others. Collectively, these gifted playwrights transform the great philosophical upheavals of mathematics into profound and sometimes poignant revelations about the human journey.

How playwrights from Alfred Jarry and Samuel Beckett toTom Stoppard and Simon McBurney brought the power of abstractmathematics to the human stage The discovery of alternategeometries, paradoxes of the infinite, incompleteness, and chaostheory revealed that, despite its reputation for certainty,mathematical truth is not immutable, perfect, or even perfectible.Beginning in the last century, a handful of adventurous playwrightstook inspiration from the fractures of modern mathematics to expandtheir own artistic boundaries. Originating in the earlyavant-garde, mathematics-infused theater reached a popular apex inTom Stoppard's 1993 play Arcadia. In The ProofStage, mathematician Stephen Abbott explores this unlikelycollaboration of theater and mathematics. He probes the impact ofmathematics on such influential writers as Alfred Jarry, SamuelBeckett, Bertolt Brecht, and Stoppard, and delves into the life andmathematics of Alan Turing as they are rendered onstage. The resultis an unexpected story about the mutually illuminating relationshipbetween proofs and plays-from Euclid and Euripides to Gödel andGodot. Theater is uniquely poised to discover the soulful, humantruths embedded in the austere theorems of mathematics, but this isa difficult feat. It took Stoppard twenty-five years ofexperimenting with the creative possibilities of mathematics beforehe succeeded in making fractal geometry and chaos theory integralto Arcadia's emotional arc. In addition to chartingStoppard's journey, Abbott examines the post-Arcadia waveof ambitious works by Michael Frayn, David Auburn, Simon McBurney,Snoo Wilson, John Mighton, and others. Collectively, these giftedplaywrights transform the great philosophical upheavals ofmathematics into profound and sometimes poignant revelations aboutthe human journey.

"How playwrights from Alfred Jarry and Samuel Beckett to Tom Stoppard and Simon McBurney brought the power of abstract mathematics to the human stage. The discovery of alternate geometries, paradoxes of the infinite, incompleteness, and chaos theory revealed that, despite its reputation for certainty, mathematical truth is not immutable, perfect, or even perfectible. Beginning in the last century, a handful of adventurous playwrights took inspiration from the fractures of modern mathematics to expand their own artistic boundaries. Originating in the early avant-garde, mathematics-infused theater reached a popular apex in Tom Stoppard's 1993 play Arcadia. In The Proof Stage, mathematician Stephen Abbott explores this unlikely collaboration of theater and mathematics. He probes the impact of mathematics on such influential writers as Alfred Jarry, Samuel Beckett, Berthold Brecht, and Stoppard, and delves into the life and mathematics of Alan Turing as they are rendered onstage. The result is an unexpected story about the mutually illuminating relationship between proofs and plays-from Euclid and Euripides to Gödel and Godot.Theater is uniquely poised to discover the soulful, human truths embedded in the austere theorems of mathematics, but this is a difficult feat. It took Stoppard twenty-five years of experimenting with the creative possibilities of mathematics before he succeeded in making fractal geometry and chaos theory integral to Arcadia's emotional arc. In addition to charting Stoppard's journey, Abbott examines the post-Arcadia wave of ambitious works by Michael Frayn, David Auburn, Simon McBurney, Snoo Wilson, John Mighton, and others. Collectively, these gifted playwrights transform the great philosophical upheavals of mathematics into profound and sometimes poignant revelations about the human journey"-- Provided by publisher Global Practices and Training in Applied Sport, Exercise, and Performance Psychology offers case analysis as a vehicle to address issues and experiences in the application of sport, exercise, and performance psychology (SEPP) and the supervision/training of individuals to become professionals in the field. A follow-up to Becoming a Sport, Exercise, and Performance Psychology Professional (2014), this book features a discussion of real-world case examples which highlight various aspects of professional practice as well as supervision and training. Professionals from around the world, including the United States and Canada, Europe, Asia, Africa, and Australia share diverse experiences, providing a uniquely in-depth, global perspective. The case studies contained in the book were selected to provide insight into specific elements of applied practice and supervision/training through a global lens as well as demonstrate the value of incorporating case analysis and reflection into one's training and continued professional development. Case analysis is an essential part of learning and instruction. Beyond educating the reader about theories and research on related topics in the field, case analysis allows for more complex levels of learning, including analysis, synthesis, and evaluation of diverse scenarios. In Part I of this book, the cases focus on applied SEPP practice; Part II is comprised of cases that focus on training and supervision.This book is essential reading for graduate students and neophyte professionals in the field for whom it is critical to learn how to effectively apply knowledge to real-world sport, exercise, and performance psychology scenarios. In addition, the book is a useful resource for seasoned and expert practitioners and supervisors who can use case analysis as a means of continuing their professional development. How playwrights from Alfred Jarry and Samuel Beckett to Tom Stoppard and Simon McBurney brought the power of abstract mathematics to the human stage The discovery of alternate geometries, paradoxes of the infinite, incompleteness, and chaos theory revealed that, despite its reputation for certainty, mathematical truth is not immutable, perfect, or even perfectible. Beginning in the last century, a handful of adventurous playwrights took inspiration from the fractures of modern mathematics to expand their own artistic boundaries. Originating in the early avant-garde, mathematics-infused theater reached a popular apex in Tom Stoppard’s 1993 play Arcadia . In The Proof Stage, mathematician Stephen Abbott explores this unlikely collaboration of theater and mathematics. He probes the impact of mathematics on such influential writers as Alfred Jarry, Samuel Beckett, Bertolt Brecht, and Stoppard, and delves into the life and mathematics of Alan Turing as they are rendered onstage. The result is an unexpected story about the mutually illuminating relationship between proofs and plays―from Euclid and Euripides to Gödel and Godot. Theater is uniquely poised to discover the soulful, human truths embedded in the austere theorems of mathematics, but this is a difficult feat. It took Stoppard twenty-five years of experimenting with the creative possibilities of mathematics before he succeeded in making fractal geometry and chaos theory integral to Arcadia ’s emotional arc. In addition to charting Stoppard’s journey, Abbott examines the post- Arcadia wave of ambitious works by Michael Frayn, David Auburn, Simon McBurney, Snoo Wilson, John Mighton, and others. Collectively, these gifted playwrights transform the great philosophical upheavals of mathematics into profound and sometimes poignant revelations about the human journey. "The proof stage is the story of the unexpected collaborations and resonances between theater and mathematics and how they have evolved since the turn of the twentieth century. Toward the end of the 1800s, unsettling discoveries about alternate geometries and the mathematical infinite began to reveal that, despite its reputation for absolute certainty, mathematical truth is not immutable. At the same time, new, experimental forms of theater were rapidly developing-some inspired by these very upheavals in mathematics. Both disciplines were, and are, characterized by a quest for truth and a shared ability to investigate their respective limitations. Stephen Abbott provides the first systematic, book-length treatment of the interactions between mathematics and theater that have occurred over the last 120 years. Drawing on the author's fifteen years of experience researching and teaching a course on the subject, the book examines how the two disciplines reveal novel insights about one another. Stages of Uncertainty follows the path of playwrights that engaged mathematics such as Alfred Jarry, Stanislav Witkeiwicz, Samuel Beckett, Bertolt Brecht, Felix Durrenmatt, Tom Stoppard, Micheal Frayn, and Simon McBurney. Intertwined with this history is the history of mathematics; along the way, Abbott describes the development of quantum mechanics, chaos theory, incompleteness, and alternative geometries that occurred as these plays were being written. The main arguments are that these two domains have deep resonances, including shared notions of uncertainty, self-reference, recursion, and orientation, and that theater has engaged deeply and innovatively with math for many years. Abbott reveals a unique portrait of mathematics, one that is unexpected and deeply human"-- Provided by publisher This book offers case analysis as a vehicle to address issues and experiences in the application of sport, exercise, and performance psychology and the supervision/training of individuals to become professionals in the field. Pt. 1. The practice of service delivery -- pt. 2. Training, supervision, and mentorship in the applied setting