|
REFERENCES [1] C.-H. Peng. “Location-specified signal extraction from multiple sources,”. Master’s thesis, Science Department of Computer Science and Engineering Tatung University, Jul. 2005. [2] J. Wiley and I. Sons. “Fundamentals of physics,”. [3] D. Murphy and Howard, “Digital waveguide modeling of room acoustics : comparing mesh topologies,” in proceedings of the 25th EUROMICRO Conference, 1999. [4] K.-Y. Yan. “The studies of the propagation in rectangular digital waveguide mesh,”. Master’s thesis, Tatung University, 2002. [5] S. V. Duyne and J. O. Smith, “The 2-d digital waveguide mesh,” in proceedings of IEEE Workshop on Applications of Signal Processing to Audio and Acoustics, New Paltz, NY, Oct. 1993. [6] L. Savioja and V. Valimaki, “Reducing the dispersion error in the interpolated digital waveguide mesh using interpolation and frequency-warping techniques,” in proceedings of the IEEE Trans. Speech and Audio Processing, 1999, pp. 184– 194. [7] J. M. snd David M. Howard and D. T. Murphy, “Digital waveguide mesh modeling of the vocal tract acoustics,” in proceedings of the IEEE Workshop on Applications of Signal Processing to Audio and Acoustics, 2003, pp. 119–122. [8] J. Laird, P. Masri, and C. Canagarajah, “Efficient and accurate synthesis of circular membranes using digital waveguides,” in IEEE Colloquium on, Audio and Music Technology: The Challenge of Creative DSP Ref. No1998/470, 1999. [9] F. Fontana and D. Rocchesso, “Signal-theoretic characterization of waveguide mesh geometries for models of two-dimensional wave propagation in elastic media,” in IEEE Transactions on , Speech and Audio Processing, 2001, pp. 152–161. [10] S. V. Duyne and J. I. Smith, “The tetrahedral digital waveguide mesh,” in IEEE Workshop on, Applications of Signal Processing to Audio and Acoustics, 1995, pp. 234–237. [11] G. Campos and D. Howard, “On the computation time of three dimensional digital waveguide mesh acoustic models,” in Proceedings of the 26th IEEE Conference, 2000, pp. 332–339. [12] J. O. Smith, “Physical modeling using digital waveguidess,” IComputer Music Journalg, vol. 16, no. 4, pp. 74–91, 1992. [13] L. Savioja and V.Valimaki, “Improved discrete-time modeling of multidimensional wave propagation using the interpolated digital waveguide mesh,” IEEE, 1997. [14] L. Savioja and T.Lokki. “Digital waveguide mesh for room acoustic modeling,”. Master’s thesis, Helsinki University of Technology. [15] A. Kelloniemi, D. T. Murphy, L. Savioja, and V. Valimaki, “Boundary conditions in a multi-dimensional digital waveguide mesh,” in Proceeding IEEE Int. Conf. Acoust. Speech Signal Process., volume 4, Montreal, QC, Canada,, May 2004, pp. 25–28. [16] A. Kelloniemi, D. T. Murphy, L. Savioja, and V. Valimaki, “Spatial filter-based absorbing boundary for the 2-d digital waveguide mesh,” in Proceeding IEEE Signal Processing Letters, volume 12, Feb. 2005, pp. 126–129. [17] “What is matlab?,”. Technical report, http://webclass.ncu.edu.tw/˜junwu/ch2 1.htm.
|