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CCRMA OVERVIEW - CCRMA - Stanford University

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8 Publications<br />

The following is a list of publications since 1996 by people from <strong>CCRMA</strong>. An extensive list of publications<br />

since 1970 is available online at www-ccrma.stanford.edu/Overview/publications.html. A printed list of<br />

<strong>CCRMA</strong> publications from 1970 - 1995 is available from <strong>CCRMA</strong> as <strong>Stanford</strong> <strong>University</strong> Department<br />

of Music Technical Report STAN-M-103. <strong>Stanford</strong> <strong>University</strong> Department of Music Technical Reports<br />

are available from <strong>CCRMA</strong>. Publications with notated prices are also available from <strong>CCRMA</strong>.<br />

Berger, J. (1996). Modeling the degree of realized expectation in functional tonal music: A study of<br />

perceptual and cognitive modeling using neural networks. In ICMC (1996).<br />

Berger, J. (1998). Connected to what? Journal of the College Music Society, (1). Plenary address, 1997.<br />

Berger, J. (1999a). The ghost of Johannes brahms. In Proceedings of the TED IX (CD-ROM disk 1),<br />

Monterey, CA.<br />

Berger, J. (19996). Modeling composition, performance and listening. In Music at the Crossroads: Technology<br />

and Composition Pedagogy. Rubin Academy of Music, Jerusalem. Plenary address. Proceedings<br />

published in Art in Time, Vol. 4, Issue 1, pg. 53, 1999.<br />

Berger, J. (2001a). Musical Expectations. Cambridge, MA: MIT Press.<br />

Berger, J. (20016). Virtual Music: Computer Synthesis of Musical Style, chap. Who Cares If It Listens?<br />

Cambridge, MA: MIT Press.<br />

Berger, J., Coifman, R., and Goldberg, M. (1995). Denoising a recording of caruso using local trigonometric<br />

bases with lp entropy as cost function. In Proceedings of the Central Section Meeting of the<br />

American Mathematical Society, Chicago, Illinois. American Mathematical Society. Presentation in<br />

special session Extensions and applications of harmonic analysis: Spaces of homogeneous type and<br />

wavelet analysis.<br />

Berger, J., Coifman, R., and Goldberg, M. (1996). Using adaptive basis selection to separate noise from<br />

music. In Proceedings of the 16th Workshop on Pure Mathematics: Nonlinear Partial Differential<br />

Equations and their Applications, pp. 133-143, Chuncheon, S. Korea. Pure Math. Research Assoc,<br />

and the Korean Academic Council.<br />

Berger, J. and Cook, P. R. (1999). Sonification report: Status of the field and research agenda. Tech.<br />

rep. Prepared for the National Science Foundation by members of the International Community for<br />

Auditory Display (ed. G. Kramer et al.).<br />

Berger, J. and Gang, D. (1997). A neural network model of metric perception and cognition in the<br />

audition of functional tonal music. In ICMC (1997), p. 158. (Also contained in STAN-M-101).<br />

Berger, J. and Gang, D. (1998). A computational model of meter cognition during the audition of<br />

functional tonal music: Modeling a-priori bias in meter cognition. In ICMC (1998), p. 253.<br />

Berger, J. and Gang, D. (1999). A unified neurosymbolic model of the mutual influence of memory,<br />

context and prediction of time ordered sequential events during the audition of tonal music. Tech.<br />

rep., Am. Assoc, of Artificial Intelligence Technical Report SS-99-05.<br />

Berger, J. and Gang, D. (2000). A real time model of the formulation and realization of musical<br />

expectations. Music Perception. Submitted for publication.<br />

Berners, D. (1999). Acoustics and Signal Processing Techniques for Physical Modeling of Brass Instruments.<br />

Ph.D. thesis, Dept. of Electrical Engineering, <strong>Stanford</strong> <strong>University</strong>. Available as <strong>Stanford</strong><br />

<strong>University</strong> Department of Music Technical Report STAN-M-105 ($14.00).<br />

Burtner, M. and Serafin, S. (2000). Extended performance techniques for a virtual instrument. In DAFX<br />

(2000).<br />

57

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