Honingh, A., Bod, R. (2011) In search of universal properties of musical scales.

Journal of New Music Research, Vol. 40 (pp 81-89)

Article | https://doi.org/10.1080/09298215.2010.543281 | UvA-DARE

Honingh, A., Bod, R. (2011) Clustering and classification of music using interval categories.

In Agon, C. Andreatta, M. Assayag, G. Amiot, E. Bresson, J. Mandereau, J. (Eds.), Mathematics and Computation in Music: third international conference, MCM 2011, Paris, France, June 15-17, 2011 : proceedings (pp 346-349) (Lecture Notes in Computer Science
Lecture Notes in Artificial Intelligence, Vol. 6726). Springer.

Honingh, A., Panteli, M., Brockmeier, T., López Mejía, D.I., Sadakata, M. (2015) Perception of timbre and rhythm similarity in Electronic Dance Music.

Journal of New Music Research, Vol. 44 (pp 373-390)

Article | https://doi.org/10.1080/09298215.2015.1107102 | UvA-DARE

Honingh, A., Volk, A. (2009) Mathematische muziektheorie: Nieuwe mogelijkheden voor muziekgerelateerd onderzoek.

Dutch Journal of Music Theory, Vol. 14 (pp 181-193)

Article | http://dpc.uba.uva.nl/vol14/nr03/art05 | UvA-DARE

Honingh, A., Weyde, T., Conklin, D. (2009) Sequential association rules in atonal music.

In Chew, E. Childs, A. Chuan, C.-H. (Eds.), Mathematics and Computation in Music: Second International Conference, MCM 2009, John Clough Memorial Conference, New Haven, CT, USA, June 19-22, 2009 : proceedings (pp 130-138) (Communications in Computer and Information Science, Vol. 38). Springer.

Honingh, A.K., Bod, R. (2004) The Notion of Convexity in Music.

In Bilotta, E. Buzzanca, G. Cafagna, V Di Maio, G. Francaviglia, M. Nottoli, G. Olivetti Belardinelli, M. Patano, P. Tarabella, L. (Eds.), Creativity and Sciences. Seconda Universita degli Studi di Napoli.

Honingh, A.K., Bod, R. (2005) Convexity and the Well-Formedness of Musical Objects.

Journal of New Music Research, Vol. 34 (pp 293-303)

Article | https://doi.org/10.1080/09298210500280612 | UvA-DARE

Honingh, A.K., Burgoyne, J.A., van Kranenburg, P., Volk, A. (2014) Strengthening Interdisciplinarity in MIR: Four Examples of Using MIR Tools for Musicology.

Institute for Logic, Language, and Computation. University of Amsterdam.

Working paper | http://www.illc.uva.nl/Research/Publications/Reports/PP-2014-18.text.pdf | UvA-DARE

Honingh, A.K., Schuijer, M.C. (2013) Muziek uitgedrukt in getallen: de toonklasseverzamelingentheorie en haar toepassingen.

zebra. Epsilon Uitgaven.

Book | http://www.epsilon-uitgaven.nl/Z36.php | UvA-DARE

Honingh, A.K., Volk, A. (2013) Computationele muziekwetenschap: Een nieuw perspectief op muziek.

De Groene Amsterdammer, online bijlage

Article | UvA-DARE

Honingh, A.K. (2003) Group theoretic description of just intonation.

In Buzzanca, G. Di Maio, G. Nottoli, G. Olivetti Belardinelli, M. Riecan, B. (Eds.), Creativity and sciences. Seconda Universita degli Studi di Napoli.

Honingh, A.K. (2003) Measures of consonance in a goodness-of-fit model for equal tempered scales.

In Kong, H.C. Tan, B.T.G. (Eds.), Boundaryless music (pp 435-438). International Computer Music Association.

Honingh, A.K. (2004) Limitations on Fixed n-Tone Equal Tempered Divisions.

In Bilotta, E. Buzzanca, G. Cafagna, V. Di Maio, G. Francaviglia, M. Nottoli, G. Olivetti Belardinelli, M. Pantano, P. Tarabella, L. (Eds.), Creativity and Sciences. Seconda Universita degli Studi di Napoli.

Honingh, A.K. (2006) Convexity and compactness as models for the preferred intonation of chords.

In Ninth International Conference on Music Perception and Cognition (ICMPC 9). CD-rom.

Honingh, A.K. (2006) The origin and well-formedness of tonal pitch structures.

ILLC.

Thesis, fully internal | UvA-DARE

Honingh, A.K. (2006) Pitch spelling using compactness..

In Ninth International Conference on Music Perception and Cognition (ICMPC 9). CD-rom.

Honingh, A.K. (2009) Compactness in the Euler-lattice: A parsimonious pitch spelling model.

Musicae Scientiae, Vol. 13 (pp 117-138)

Article | https://doi.org/10.1177/1029864909013001005 | UvA-DARE

Hoogland, E., Marx, M. (2000) Interpolation in guarded fragments.

Technical Report. Institute for Logic Language and Computation.

Working paper | UvA-DARE

Hoogland, E., Marx, M. (2002) Interpolation in the guarded fragment.

Studia Logica, Vol. 70 (pp 273-409)

Article | UvA-DARE

Hoogland, E. (1999) Algebraic Characterizations of Various Beth Definability Properties.

vg logic/info (oud WINS).

Report | UvA-DARE