| Name | Publications | Topic | 
| Agon C. : | Mathematics and Computation in Music. Proceedings of the third  			  International Conference of the Mathematics and Computation in Music. Paris, June 15-17, 2011. 
 
   Lecture Notes in Computer Science / Lecture Notes in Artificial Intelligence, Springer | MI | 
| Amiot E. : | Mathematics and Computation in Music. Proceedings of the third  			  International Conference of the Mathematics and Computation in Music. Paris, June 15-17, 2011. 
 
   Lecture Notes in Computer Science / Lecture Notes in Artificial Intelligence, Springer | MI | 
| Andreatta M. : | Mathematics and Computation in Music. Proceedings of the third  			  International Conference of the Mathematics and Computation in Music. Paris, June 15-17, 2011. 
 
   Lecture Notes in Computer Science / Lecture Notes in Artificial Intelligence, Springer | MI | 
| Andreatta M. : | Mathematica est exercitium musicae, la recherche mathémusicale et  					 ses interactions avec les autres disciplines. | MI | 
| Assayag G. : | Mathematics and Computation in Music. Proceedings of the third  			  International Conference of the Mathematics and Computation in Music. Paris, June 15-17, 2011. 
 
   Lecture Notes in Computer Science / Lecture Notes in Artificial Intelligence, Springer | MI | 
| Bresson J. : | Mathematics and Computation in Music. Proceedings of the third  			  International Conference of the Mathematics and Computation in Music. Paris, June 15-17, 2011. 
 
   Lecture Notes in Computer Science / Lecture Notes in Artificial Intelligence, Springer | MI | 
| Bruner R. : | Mathematical music visualization: the sphere, the Moore space, the Joker . | MI | 
| Celibidache S. : | La Musique n'est Rien. 
 
    Actes Sud, Paris, 2012 | MI | 
| Chacon G. R. : | Nonlinear Musical Analysis and Composition. 
 
   In Mathematics and Art III (C. P. Bruter Ed.) Cassini 2015  87-94 | MI | 
| Charnoz G. : | Démystifier la Théorie musicale. 
 
   Editions du Makar, Paris, 2001 | MI | 
| Cheng X. : | Time frequency analysis of musical rhythm. 
 
   Notices of the AMS 56 (3) 2009, 344-360 | MI | 
| Colucci R. : | Nonlinear Musical Analysis and Composition. 
 
   in Mathematics and Art III (C. P. Bruter Ed.) Cassini 2015  87-94 | MI | 
| Daniélou A. : | Sémantique Musicale. 
 
   Hermann, Paris, 1967 | MI | 
| Don G.W. : | Music: Broken symmetry, geometry, and complexity. 
 
   Notices of the AMS 57 (1) 2010, 30-49 | MI | 
| Goodman J.E. : | On Hearing the Sound of a Theorem. 
 
    Notices of the AMS 58 (10) 2011,  1409 | MI | 
| Hart J.V. : | Time frequency analysis of musical rhythm. 
 
   Notices of the AMS 56 (3) 2009, 344-360 | MI | 
| Hart V. : | Mathematics and Music Boxes    . 
   in Mathematics and Modern Art (C.P. Bruter Ed.) Springer 2012, 79-83 | MI | 
| Hellegouarch Y. : | L'Essai d'une nouvelle théorie de la musique de Léonhard Euler    in Destin de l'Art, Desseins de la Science. 
 
   (Actes du Colloque A.D.E.R.H.E.M., Université de Caen, 24-29 Octobre 1986), ADERHEM-CNRS, 1991  pp 46-88 | MI | 
| Hellegouarch Y. : | A Mathematical Interpretation of Expressive Intonation  . 
   in Mathematics and Art (C.P. Bruter Ed.), Springer 2002, 141-148 | MI | 
| Hoffman-Jablan J. : | Symmetry of Musical Work . | MI | 
| Johnson T. : | Mathematical musical archives. | MI | 
| Leguizamon J. S. : | Nonlinear Musical Analysis and Composition. 
 
   In Mathematics and Art III (C. P. Bruter Ed.) Cassini 2015  87-94 | MI | 
| Machabey A. : | Quelques savants-musiciens à l'époque de Mersenne. 
   Revue d'histoire des Sciences et de leur applications, 11 (3) 1958, 193-206 | MI | 
| Manderau J.(Ed.) : | Mathematics and Computation in Music. Proceedings of the third  			  International Conference of the Mathematics and Computation in Music. Paris, June 15-17, 2011. 
 
   Lecture Notes in Computer Science / Lecture Notes in Artificial Intelligence, Springer | MI | 
| Muir K.K. : | Music: Broken symmetry, geometry, and complexity. 
 
   Notices of the AMS 57 (1) 2010, 30-49 | MI | 
| Neuwirth E. : | The Mathematics of Tuning Musical Instruments - a Simple Toolkit for Experiments. 
   in Mathematics and Art (C.P. Bruter Ed.), Springer 2002, 79-88 | MI | 
| Schneiderman R. : | Can One Hear the Sound of a Theorem. 
 
   Notices of the AMS 58 (7) 2011,  929-937 | MI | 
| Schneiderman R. : | Response to Tymocko. 
 
   Notices of the AMS 58 (10) 2011,  1048 | MI | 
| Simoes C. : | Mathematical Aspects of the Second Viennese School of Music. 
   in Mathematics and Art (C.P. Bruter Ed.), Springer 2002, 105-117 | MI | 
| Tymoczko D. : | The Geometry of Musical Chords. 
   Science  313 (2006) 72-74 | MI | 
| Tymoczko D. : | A Geometry of Music. 
 
   Oxford University Press, 2011 | MI | 
| Volk G.B. : | Music: Broken symmetry, geometry, and complexity. 
 
   Notices of the AMS 57 (1) 2010, 30-49 | MI | 
| Walker J.S. : | Time frequency analysis of musical rhythm. 
 
   Notices of the AMS 56 (3) 2009, 344-360 | MI | 
| Walker J.S. : | Music: Broken symmetry, geometry, and complexity. 
 
   Notices of the AMS 57 (1) 2010, 30-49 | MI | 
| Walker J.S. : | On the article of Schneiderman. 
 
   Notices of the AMS 58 (10) 2011, 1408-1409 | MI | 
| Xenakis I. : | Musiques formelles. 
 
   Le Revue Musicale, double numéro spécila 253-254, Paris, 1963 | MI |