Title :
Automatic Music Composition based on HMM and identified wavelets in musical instruments
Author :
Sinith, M.S. ; Murthy, K.V.V.
Author_Institution :
Dept. of Electron. & Commun. Eng., Coll. of Eng., Trivandrum, India
Abstract :
Automatic Music Composition plays a crucial role in the musical research and can become a tool for the incorporation of artificial intelligence in computer musicology. This paper finds an efficient method for identifying the wavelets and filter bank coefficients in musical instruments using NLMS algorithm and the usage of these wavelets for Automatic music Composition using Hidden Markov Model. In this paper, a technique to identify the scaling function and the wavelet functions of the wavelets present in musical instruments, violin and flute, is presented. NLMS algorithm is used to identify the filter bank coefficients of wavelet-like elements, found repeating in musical notes of the instruments. Pre-trained hidden markov models for each raga of South Indian Music is used for the composition. The HMM selected has twelve states which represent the twelve notes in South Indian music. Fundamental frequency tracking algorithm, followed by quantization is done. The resulting sequence of frequency jumps of different musical clips of same musical pattern (Raga) is presented to Hidden Markov Model of a particular Raga for training. The HMM model of that Raga along with the filter coefficient is used to regenerate a piece of music in that particular raga. The methodology is tested in the context of South Indian Classical Music, using the wavelet of classical music instruments, Flute and Violin.
Keywords :
discrete wavelet transforms; filtering theory; hidden Markov models; least mean squares methods; music; musical instruments; quantisation (signal); HMM; NLMS algorithm; South Indian music; artificial intelligence; automatic music composition; computer musicology; filter bank coefficient; flute; frequency tracking algorithm; hidden Markov model; musical instrument; musical research; normalized least mean square algorithm; quantization; violin; wavelet transforms; Algorithm design and analysis; Hidden Markov models; Instruments; Least squares approximation; Signal processing; Signal processing algorithms; Wavelet transforms;
Conference_Titel :
Signal Processing, Communication, Computing and Networking Technologies (ICSCCN), 2011 International Conference on
Conference_Location :
Thuckafay
Print_ISBN :
978-1-61284-654-5
DOI :
10.1109/ICSCCN.2011.6024535