comparison draft.tex @ 16:d5f63ea0f266

fixed abstract tag, tidy doc structure
author Henrik Ekeus <hekeus@eecs.qmul.ac.uk>
date Tue, 06 Mar 2012 15:21:35 +0000
parents 317db6d6f433
children e47aaea2ac28
comparison
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15:e4c7baef5557 16:d5f63ea0f266
15 15
16 \begin{document} 16 \begin{document}
17 \title{Cognitive Music Modelling: an Information Dynamics Approach} 17 \title{Cognitive Music Modelling: an Information Dynamics Approach}
18 18
19 \author{ 19 \author{
20 \IEEEauthorblockN{Samer A. Abdallah, Henrik Ekeus,} 20 \IEEEauthorblockN{Samer A. Abdallah, Henrik Ekeus, Peter Foster}
21 \IEEEauthorblockN{Peter Foster and Mark D. Plumbley} 21 \IEEEauthorblockN{Andrew Robertson and Mark D. Plumbley}
22 \IEEEauthorblockA{Centre for Digital Music\\ 22 \IEEEauthorblockA{Centre for Digital Music\\
23 Queen Mary University of London\\ 23 Queen Mary University of London\\
24 Mile End Road, London E1 4NS}} 24 Mile End Road, London E1 4NS\\
25 Email:}}
25 26
26 \maketitle 27 \maketitle
27 \abstract{People take in information when perceiving music. With it they continually build predictive models of what is going to happen. There is a relationship between information measures and how we perceive music. An information theoretic approach to music cognition is thus a fruitful avenue of research. 28 \begin{abstract}People take in information when perceiving music. With it they continually build predictive models of what is going to happen. There is a relationship between information measures and how we perceive music. An information theoretic approach to music cognition is thus a fruitful avenue of research.
28 } 29 \end{abstract}
29 30
30 31
31 \section{Expectation and surprise in music} 32 \section{Expectation and surprise in music}
32 \label{s:Intro} 33 \label{s:Intro}
33 34
208 pleasing. This would be of particular relevance to understanding and 209 pleasing. This would be of particular relevance to understanding and
209 modelling the creative process, which often alternates between generative 210 modelling the creative process, which often alternates between generative
210 and selective or evaluative phases \cite{Boden1990}, and would have 211 and selective or evaluative phases \cite{Boden1990}, and would have
211 applications in tools for computer aided composition. 212 applications in tools for computer aided composition.
212 213
213 \section{Information Dynamics Approach} 214
214 215 \section{Information Dynamics in Analysis}
215 \subsection{Re-iterate core hypothesis} 216
216 217 \subsection{Musicological Analysis}
217 \subsection{models/parameters/observations}
218 The grouping of elements into past, present and future..s
219 \subsection{Information measures}
220 Predictive information rate as a measure of structure
221 Cruchfield papers, anatomy of abit
222 \subsection{Case of this approach being good at modelling music cognition}
223 Inverted U
224 \section{Applications}
225 \subsection{In Analysis}
226 refer to the work with the analysis of minimalist pieces 218 refer to the work with the analysis of minimalist pieces
227 219
228 Content analysis - Sound Categorisation. Using Information Dynamics it is possible to segment music. From there we can then use this to search large data sets. Determine musical structure for the purpose of playlist navigation and search. (Peter) 220 \subsection{Content analysis/Sound Categorisation}. Using Information Dynamics it is possible to segment music. From there we can then use this to search large data sets. Determine musical structure for the purpose of playlist navigation and search.
221 \emph{Peter}
229 222
230 \subsection{Beat Tracking} 223 \subsection{Beat Tracking}
231 Bayesian belief can be used to predict when things happen (as oppose to just what happens). Information Dynamics of? 224 \emph{Andrew}
232
233 225
234 226
235 \section{Information Dynamics as Design Tool} 227 \section{Information Dynamics as Design Tool}
236 228
237 In addition to applying Information Dynamics to analysis, it is also possible use this approach in design, such as the composition of musical materials. 229 In addition to applying information dynamics to analysis, it is also possible use this approach in design, such as the composition of musical materials.
238 By providing a framework for linking information theoretic measures to the control of generative processes, it becomes possible to steer the output of these processes to match a criteria defined by these measures. 230 By providing a framework for linking information theoretic measures to the control of generative processes, it becomes possible to steer the output of these processes to match a criteria defined by these measures.
239 For instance outputs of a stochastic musical process could be filtered to match constraints defined by a set of information theoretic measures. 231 For instance outputs of a stochastic musical process could be filtered to match constraints defined by a set of information theoretic measures.
240 232
241 The use of stochastic processes for the generation of musical material has been widespread for decades -- Iannis Xenakis applied probabilistic mathematical models to the creation of musical materials, including to the formulation of a theory of Markovian Stochastic Music. 233 The use of stochastic processes for the generation of musical material has been widespread for decades -- Iannis Xenakis applied probabilistic mathematical models to the creation of musical materials, including to the formulation of a theory of Markovian Stochastic Music.
242 However we can use information dynamics measures to explore and interface with such processes at the high and abstract level of expectation, randomness and predictability. 234 However we can use information dynamics measures to explore and interface with such processes at the high and abstract level of expectation, randomness and predictability.
318 310
319 311
320 \section{Conclusion} 312 \section{Conclusion}
321 313
322 \bibliographystyle{unsrt} 314 \bibliographystyle{unsrt}
323 {\bibliography{all,c4dm}} 315 {\bibliography{all,c4dm,nime}}
324 \end{document} 316 \end{document}