Robert Kiely – författare

The thirteen essays in this volume range freely over the literature of the modernist period, from about the turn of the century to World War II. The contributors were invited to examine less familiar works—or aspects of the work—of major writers; to reconsider authors not usually thought of as modernist; or to explore received opinions about modernist theories and the assumptions that inform the literature of the time. Collectively the essays demonstrate, in fresh and varied ways, that reconsideration is not recapitulation, and that modernism is a phenomenon more supple, live, and approximate than we had imagined.

Reverse Tradition invites the reader of postmodern fiction to travel back to the nineteenth-century novel without pretending to let go of contemporary anxieties and expectations. What happens to the reader of Beckett when he or she returns to Melville? Or to the enthusiast of Toni Morrison who rereads Charlotte Bronte? While Robert Kiely does not claim that all fictions begin to look alike, he finds unexpected and illuminating pleasures in examining a variety of ways in which new texts reflect on old.In this engaging book, Kiely not only juxtaposes familiar authors in unfamiliar ways; he proposes a countertradition of intertextuality and a way to release the genie of postmodernism from the bottleneck of the late twentieth century. Placing the reader’s response at the crux, he offers arresting new readings by pairing, among others, Jorge Luis Borges with Mark Twain, and Maxine Hong Kingston with George Eliot. In the process, he tests and challenges common assumptions about transparency in nineteenth-century realism and a historical opacity in early and late postmodernism.

Numbers: A Cultural History provides students with a compelling interdisciplinary view of the development of mathematics and its relationship to world cultures over 4,500 years of human history.Mathematics is often referred to as a "universal language," and that is a fitting description. Many cultures have contributed to mathematics in fascinating ways, but despite its "universal" character, mathematics is also a human endeavor. It has played pivotal roles in societies at particular times; and it has influenced, and been influenced by, a wide range of ideas and institutions, from commerce to philosophy. Ancient Egyptian views of mathematics, for example, are tied closely to engineering and agriculture. Some European Renaissance views, on the other hand, relate the study of number to that of the natural world.This work seeks to place the history of mathematics into a broad cultural context. While it treats mathematical material in detail, it also relates that material to other subject matter: science, philosophy, navigation, commerce, religion, art, and architecture. It examines how mathematical thinking grows in specific cultural settings and how it has shaped those settings in turn. It also explores the movement of ideas between cultures and the evolution of modern mathematics and the quantitative, data-driven world in which we live.

An exceptional debut poetry collection by Robert Kiely. Mixing the very best of levity with acerbic and wry political critique.

Numbers: A Cultural History provides students with a compelling interdisciplinary view of the development of mathematics and its relationship to world cultures over 4,500 years of human history.Mathematics is often referred to as a "universal language," and that is a fitting description. Many cultures have contributed to mathematics in fascinating ways, but despite its "universal" character, mathematics is also a human endeavor. It has played pivotal roles in societies at particular times; and it has influenced, and been influenced by, a wide range of ideas and institutions, from commerce to philosophy. Ancient Egyptian views of mathematics, for example, are tied closely to engineering and agriculture. Some European Renaissance views, on the other hand, relate the study of number to that of the natural world.This work seeks to place the history of mathematics into a broad cultural context. While it treats mathematical material in detail, it also relates that material to other subject matter: science, philosophy, navigation, commerce, religion, art, and architecture. It examines how mathematical thinking grows in specific cultural settings and how it has shaped those settings in turn. It also explores the movement of ideas between cultures and the evolution of modern mathematics and the quantitative, data-driven world in which we live.