These software were also used to compose music, see mazzola’s homepage , and go to CV there. Best, Guerino. Guerino Mazzola (born ) is a Swiss mathematician, musicologist, jazz pianist as well as The Topos of Music, Geometric Logic of Concepts, Theory, and Performance. Birkhäuser () ISBN Perspectives in Mathematical. PDF | On Sep 1, , Guerino Mazzola and others published The Topos of Music: Geometric Logic of Concepts, Theory, and Performance.
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The Topos of Music: Geometric Logic of Concepts, Theory, and Performance [With CDROM]
I got the impression that it was a variant of intuitionism, a movement to make mathematics more rigorous by allowing only constructive proofs, i. Geometric Logic of Concepts, Theory, and Performance. Mazzola hte generated a majestic work on the theory of music. No trivia or quizzes yet.
Apparently ‘Homotopy Type Theory’ is such an application, which is a reformulation of the foundations of mathematics, borrowing language from algebraic geometry and category theory and skirting around the notion of ‘sets’. Sign up using Email and Password. I guerin also been interested, since before I can remember, in what music IS.
Statistics of Analysis and Performance.
Guerino Mazzola – Wikipedia
James Tauber added it Sep 03, Reviews Schrijf een review. Post as a guest Name. Cooper marked it guerinno to-read Apr 24, Want to Read saving…. Immanuel Kant [, p.
The Topos of Music
Trivia About The Topks of Musi Cameron Smith marked it as to-read Feb 11, Other books in this series. H Complements on General and Algebraic Topology.
Springer Consuming Music TogetherSamenvatting Man kann einen jeden BegrifJ, einen jeden Titel, darunter viele Erkenntnisse gehoren, einen logischen Ort nennen. B ] This book’s title subject, The Topos of Music, has been chosen to communicate a double message: Corollary of the first point: But I think the author himself has clearly stated exactly that. The probably most exciting new fuerino of research deals with musical performance and its implementation on advanced object-oriented software environments.
Man kann einen jeden BegrifJ, einen jeden Titel, darunter viele Erkenntnisse gehoren, einen logischen Ort nennen. I have so fopos read the part on local structures, and mazsola the idea that music can be “ordered” in particular by the manifold types and applications of symmetry.
Brian33 added it Jun 08, Nomegor marked it as to-read Jan 20, Alicja Paw added it Sep 17, What is the type of being and existence of music? Initial Sets and Initial Performances.
Ubiquitous Music Victor Lazzarini. Will Nalls marked it as to-read Apr 09, The classical models of modulation and counterpoint have been extended to exotic scales and counterpoint interval dichotomies. Recensie s Topos of Music hopos an extensive and elaborate body of mathematical investigations into music and involves several and ontologically different levels of musical description.