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Theoretical And Practical Pedagogy Of Mathematical Music Theory: Music For Mathematics And Mathematics For Musicians, From School To Postgraduate Levels

During the past 40 years, mathematical music theory has grown and developed in both the fields of music and mathematics. In music pedagogy;

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Mathematics and Music

. Modern music theory has been incorporating more and more mathematical content during the last decades. This book offers a journey into recent;

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Mathematical Music

Mathematical Music offers a concise and easily accessible history of how mathematics was used to create music. The story presented in this;

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Mathematical Music

Mathematical Music offers a concise and easily accessible history of how mathematics was used to create music. The story presented in this;

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Music by the Numbers

wrote music explicitly based on mathematical principles. Yet Eli Maor argues that it is music that has had the greater influence on mathematics;

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Foundations of Diatonic Theory

mathematics to the properties of diatonic scales. After introducing mathematical concepts that relate directly to music theory, the text concentrates;

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Mathematics and Music

patterns in music can be described with mathematics, providing mathematical explanations for musical scales, harmony, and rhythm. The book gives;

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Mathematics and Music

various patterns in music can be described with mathematics, providing mathematical explanations for musical scales, harmony, and rhythm. The book;

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Statistics in Musicology

questions. Statistics In Musicology presents an unprecedented introduction to statistical and mathematical methods developed for use in music;

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Music & Mathematics Pythagor Fract P

From Ancient Greek times, music has been seen as a mathematical art, and the relationship between mathematics and music has fascinated;

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Music by the Numbers From Pythagoras to Schoenberg

, while Arnold Schoenberg, Iannis Xenakis, and Karlheinz Stockhausen went further, writing music explicitly based on mathematical principles. Yet;

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Scottish Heinemann Maths 7

SHM textbooks: * Provide solid mathematical content and child-friendly ways to encourage further practice. * Reinforce fluency of number;

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Mathematics and Modern Art

architecture and music, are interwoven. The book includes a wealth of mathematical illustrations from several basic mathematical fields including;

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Mathematics and Computation in Music

mathematics, computational models, mathematical modelling and various further aspects of the theory of music. This year's conference is dedicated to;

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Mathematics and Music

mathematics and music. The text explores the common foundations of the two subjects, which are developed side by side. Musical and mathematical;

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Springer Handbook of Systematic Musicology

This unique reference book offers a holistic description of the multifaceted field of systematic musicology, which is the study of music;

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The World of Mathematics, Vol. 4

Vol. 4 of a monumental 4-volume set covers such topics as mathematical machines, mathematics in warfare, a mathematical theory of art;

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Musical Creativity

third author, and the Escher theorem from mathematical gesture theory in music. This is both a textbook addressed to undergraduate and;

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Musical Creativity

third author, and the Escher theorem from mathematical gesture theory in music. This is both a textbook addressed to undergraduate and;

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Prosdocimo De' Beldomandi's

Available in English for the first time, Prosdocimo's Tractatus plane musice (1412) and Tractatus musice speculative (1425) are exemplary;

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Sound and Sense

writing. The book surveys traditional metaphors (music as harmony/disharmony, music as like/unlike language, music as structured by mathematical;

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Genesis of a Music

Among the few truly experimental composers in our cultural history, Harry Partch's life (1901-1974) and music embody most completely the;

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Making Music with Computers

indispensable in music making, distribution, performance, and consumption. Making Music with Computers: Creative Programming in Python introduces;

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Sound Ideas

Doug Goodkin offers music teachers a variety of ways to reach all types of students. This extensive book includes more than 35 activities;

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The Ontology Dialogues

It is the transcendent Platonic Forms, Beauty, Truth, Mathematical Laws, Art, Shiva, God, Love, Free Will, Music, Greek Gods, Infinity;

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The Languages of Western Tonality

Tonal music, from a historical perspective, is far from homogenous; yet an enduring feature is a background diatonic system of exactly;

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From Music to Mathematics

Twelve-tone music Mathematical modern music The Hemachandra-Fibonacci numbers and the golden ratio Magic squares Phase shifting Featuring;

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