Types:

2014

  • Schörkhuber, C., Klapuri, A., Holighaus, N., Dörfler, M. (2014): A matlab toolbox for efficient perfect reconstruction time-frequency transforms with log-frequency resolution., in: Proceedings of the 53rd AES international conference on semantic audio. London, UK, CD-ROM. (inproceedings) BibTex

2013

  • Balazs, P., Dörfler, M., Kowalski, M., Torrésani, B. (2013): Adapted and adaptive linear time-frequency representations: a synthesis point of view, in: IEEE Signal Processing Magazine (special issue: Time-Frequency Analysis and Applications) 30, 20-31. (article) BibTex
  • Holighaus, N., Dörfler, M., Velasco, G. A., Grill, T. (2013): A Framework for Invertible, Real-Time Constant-Q Transforms, in: Audio, Speech, and Language Processing, IEEE Transactions on 21, 775 -785. (article) BibTex

2011

  • Balazs, P., Dörfler, M., Holighaus, N., Jaillet, F., Velasco, G. (2011): Theory, Implementation and Applications of Nonstationary Gabor Frames, in: Journal of Computational and Applied Mathematics 237, 1481-1496. (article) BibTex
  • Majdak, P., Balazs, P., Kreuzer, W., Dörfler, M. (2011): A time-frequency method for increasing the signal-to-noise ratio in system identification with exponential sweeps, in: 2011 IEEE International Conference on Acoustics, Speech, and Signal Processing. Prag, 3812-3815. (inproceedings) BibTex

2010

  • Dörfler, M., Torresani, B. (2010): Representation of operators in the time-frequency domain and generalized Gabor multipliers, in: J. Fourier Anal. Appl. 16, 261-293. (article) BibTex

2009

  • Dörfler, M., Balazs, P., Jaillet, F. (2009): Removing Components from a Time-Frequency Representation, in: Boone, Marinus M. (ed.), NAG/DAGA 2009. Rotterdam, 1596-1599. (inproceedings) BibTex
  • Dörfler, M., Torresani, B. (2009): Representation of operators by sampling in the time-frequency domain, in: SAMPTA 09. Marseille, Online. (inproceedings) BibTex
  • Jaillet, F., Balazs, P., Dörfler, M., Engelputzeder, N. (2009): Nonstationary Gabor Frames, in: SAMPTA'09. Marseille, Online. (inproceedings) BibTex
  • Jaillet, F., Balazs, P., Dörfler, M., Engelputzeder, N. (2009): On the structure of the Phase around the Zeros of the Short-Time Fourier Transform, in: Boone, Marinus M. (ed.), NAG/DAGA 2009. Rotterdam, 1584-1587. (inproceedings) BibTex

2007

  • Dörfler, M., Torrésani, B. (2007): Spreading function representation of operators and Gabor multiplier approximation, in: Proceedings of SAMPTA\'07. Thessaloniki, CD-ROM. (inproceedings) BibTex

2004

  • Dörfler, M., Feichtinger, H. G. (2004): Orthogonal projections derived from localization Operators, in: Proc. Conf. EUSIPCO (Sept. 2004, TU Vienna). , 1195-1198. (inproceedings) BibTex

2003

  • Dörfler, M. (2003): What time-frequency analysis can do to Music Signals, in: Emmer, M. (ed.), Matematica e cultura 2003. Springer Italia., CD-ROM. (inproceedings) BibTex

2002

  • Dörfler, M. (2002): Gabor Analysis for a Class of Signals called Music. PhD Thesis BibTex

2001

  • Dörfler, M., Godsill, S.J., Wolfe, P.J. (2001): Multi-Gabor dictionaries for audio time-frequency analysis, in: Proceedings of the IEEE Workshop on Applications of Signal Processing to Audio and Acoustics. Mohonk, NY, 43-46. (inproceedings) BibTex
  • Dörfler, M. (2001): Time-frequency Analysis for Music Signals. A Mathematical Approach, in: Journal of New Music Research 30, 3-12. (article) BibTex

1999

  • Dörfler, M., Feichtinger, H. G. (1999): Diderot Forum on Mathematics and Music. Computational and mathematical methods in music. . (book) BibTex

1998

  • Dörfler, M., Deistler, M. (1998): A Structure Theory for Identification of Recurrent Neural Nets, Part 1, in: Huijberts, H.J.C., Nijmeijer, H., Schaft, A.J., Scherpen, J.M.A. (eds.), IFAC, NoLCos. Enschede, The Netherlands, 459-464. (inproceedings) BibTex

1996

  • Dörfler, M. (1996): Analyzing Music - Mathematical Tools and a Case Study. Master's thesis University of Vienna. BibTex

Nineteen entries found.