A state-of-the-art overview of the latest theory and research in music psychology, written by leaders in the field. This authoritative, landmark volume offers a comprehensive state-of-the-art overview of the latest theory and research in music perception and cognition. Eminent scholars from a range of disciplines, employing a variety of methodologies, describe important findings from core areas of the field, including music cognition, the neuroscience of music, musical performance, and music therapy. The book can be used as a textbook for courses in music cognition, auditory perception, science of music, psychology of music, philosophy of music, and music therapy, and as a reference for researchers, teachers, and musicians. The book's sections cover music perception; music cognition; music, neurobiology, and evolution; musical training, ability, and performance; and musical experience in everyday life. Chapters treat such topics as pitch, rhythm, and timbre; musical expectancy, musicality, musical disorders, and absolute pitch; brain processes involved in music perception, cross-species studies of music cognition, and music across cultures; improvisation, the assessment of musical ability, and singing; and music and emotions, musical preferences, and music therapy. Contributors Fleur Bouwer, Peter Cariani, Laura K. Cirelli, Annabel J. Cohen, Lola L. Cuddy, Shannon de L'Etoile, Jessica A. Grahn, David M. Greenberg, Bruno Gingras, Henkjan Honing, Lorna S. Jakobson, Ji Chul Kim, Stefan Koelsch, Edward W. Large, Miriam Lense, Daniel Levitin, Charles J. Limb, Psyche Loui, Stephen McAdams, Lucy M. McGarry, Malinda J. McPherson, Andrew J. Oxenham, Caroline Palmer, Aniruddh Patel, Eve-Marie Quintin, Peter Jason Rentfrow, Edward Roth, Frank A. Russo, Rebecca Scheurich, Kai Siedenburg, Avital Sternin, Yanan Sun, William F. Thompson, Renee Timmers, Mark Jude Tramo, Sandra E. Trehub, Michael W. Weiss, Marcel Zentner

How is it that humans are able to organize seemingly random sounds into the captivating sonic structures we call music? In this volume, Lawrence M. Zbikowski argues that humans' unique ability to correlate sounds with dynamic processes provides the basis for the construction of meaningful musical utterances - that is, a foundation for musical grammar. Building on a framework for grammar developed by cognitive linguists over the past three decades and the pathbreaking research set out in his earlier book, Conceptualizing Music (OUP 2002), Zbikowski explains how the ability to draw analogies between widely differing domains allowing humans to connect sequences of musical sounds with emotion processes, physical gestures, and the steps of dance. He shows how these connections underpin an evocative movement from a cantata by J.S. Bach, guide our understanding of gestural choreographies by Fred Astaire and Charlie Chaplin, and frame connections between movement and music in French courtly dance and the Viennese waltz. Through thorough surveys of research in cognitive science and careful analyses of works by composers ranging from Bach, Brahms, and Schubert to Jerome Kern, Zbikowski explores the unique resources for communication offered by music and examines how these differ from those of language. Foundations of Musical Grammar is sure to be an instant - and enticingly controversial - classic within the evolving literature addressing the many complex intersections of music and language. -- from dust jacket.

As you begin to think about how music is structured, you should consider one very important aspect of your musical education: music theory. Your understanding of music theory is an essential element in your training, whether you specialize as a performing artist, a music technician, a music teacher, a music composer or in any other music-related field. Whatever your interest, a grasp of the fundamental concepts as they relate to harmony, melody, rhythm, form and structure is necessary.This book has been designed to help you prepare for a successful experience in college as music major or minor. It is a self-help tool for learning the fundamentals of music formatted as an interactive course that requires a great bit of reading and reasoning.

As you begin to think about how music is structured, you should consider one very important aspect of your musical education: music theory. Your understanding of music theory is an essential element in your training, whether you specialize as a performing artist, a music technician, a music teacher, a music composer or in any other music-related field. Whatever your interest, a grasp of the fundamental concepts as they relate to harmony, melody, rhythm, form and structure is necessary. This book has been designed to help you prepare for a successful experience in college as music major or minor. It is a self-help tool for learning the fundamentals of music formatted as an interactive course that requires a great bit of reading and reasoning.

Teaches the concepts of music theory based on the curriculum at Berklee College of Music.

Foundations of Diatonic Theory: A Mathematically Based Approach to Music Fundamentals is an introductory, undergraduate-level textbook that provides an easy entry point into the challenging field of diatonic set theory, a division of music theory that applies the techniques of discrete mathematics to the properties of diatonic scales. After introducing mathematical concepts that relate directly to music theory, the text concentrates on these mathematical relationships, firmly establishing a link between introductory pedagogy and recent scholarship in music theory. It then relates concepts in diatonic set theory directly to the study of music fundamentals through pedagogical exercises and instructions. Ideal for introductory music majors, the book requires only a general knowledge of mathematics, and the exercises are provided with solutions and detailed explanations. With its basic description of musical elements, this textbook is suitable for courses in music fundamentals, music theory for non-music majors, music and mathematics, and other similar courses that allow students to improve their mathematics skills while pursuing the study of music.

Guitarskole.