Challenges postmodernist theories of language and politics which detach language from human bodies and their material practices.

Challenges postmodernist theories of language and politics which detach language from human bodies and their material practices.

In The Meaning of the Body, Mark Johnson continues his pioneering work on the exciting connections between cognitive science, language, and meaning first begun in the classic Metaphors We Live By. Johnson uses recent research into infant psychology to show how the body generates meaning even before self-consciousness has fully developed. From there he turns to cognitive neuroscience to further explore the bodily origins of meaning, thought, and language and examines the many dimensions of meaning—including images, qualities, emotions, and metaphors—that are all rooted in the body’s physical encounters with the world. Drawing on the psychology of art and pragmatist philosophy, Johnson argues that all of these aspects of meaning-making are fundamentally aesthetic. He concludes that the arts are the culmination of human attempts to find meaning and that studying the aesthetic dimensions of our experience is crucial to unlocking meaning's bodily sources. Throughout, Johnson puts forth a bold new conception of the mind rooted in the understanding that philosophy will matter to nonphilosophers only if it is built on a visceral connection to the world. “Mark Johnson demonstrates that the aesthetic and emotional aspects of meaning are fundamental—central to conceptual meaning and reason, and that the arts show meaning-making in its fullest realization. If you were raised with the idea that art and emotion were external to ideas and reason, you must read this book. It grounds philosophy in our most visceral experience.”—George Lakoff, author of Moral Politics

Bodies of Meaning presents a vigorous challenge to postmodernist theories of language and politics which detach language from human bodies and their material practices. Beginning with the 'historical bodies' theorized by Marx, Darwin, and Freud, McNally develops an alternative account of language which draws on the work of Mikhail Bakhtin and Walter Benjamin and recent contributions to materialist feminism. In bringing the body back into language, this book makes a major contribution to current debates in social and political theory.

In Meaning in Our Bodies, Heike Peckruhn argues that scholars who appeal to the importance of bodily experiences need to acquire a robust and nuanced understanding of how sensory perceptions and interactions are cultural and theological acts of making meaning.

On dance and culture

Christian Pfeiffer explores an important, but neglected topic in Aristotle's theoretical philosophy: the theory of bodies. A body is a three-dimensionally extended and continuous magnitude bounded by surfaces. This notion is distinct from the notion of a perceptible or physical substance. Substances have bodies, that is to say, they are extended, their parts are continuous with each other and they have boundaries, which demarcate them from their surroundings. Pfeiffer argues that body, thus understood, has a pivotal role in Aristotle's natural philosophy. A theory of body is a presupposed in, e.g., Aristotle's account of the infinite, place, or action and passion, because their being bodies explains why things have a location or how they can act upon each other. The notion of body can be ranked among the central concepts for natural science which are discussed in Physics III-IV. The book is the first comprehensive and rigorous account of the features substances have in virtue of being bodies. It provides an analysis of the concept of three-dimensional magnitude and related notions like boundary, extension, contact, continuity, often comparing it to modern conceptions of it. Both the structural features and the ontological status of body is discussed. This makes it significant for scholars working on contemporary metaphysics and mereology because the concept of a material object is intimately tied to its spatial or topological properties.