On Statement and Solution of Optimization Problem of Timbral Space Trajectories Design
https://doi.org/10.31854/1813-324X-2020-6-1-14-20
Abstract
This article presents the definition, the statement and the solution of problem optimization for the trajectory between pairs of points in multidimensional timbral space. We see the solution which is implimented on Pareto optimality multiplicative and additive criteria, based on the example of given point set and the space of dimension 3. For given point set and the space of dimension 3, we present the corresponding, The obtained results define the method of timbral spaces for the non-speech audial systems reporting, also known as the sonification systems.
About the Authors
G. .. Rogozinsky
The Bonch-Bruevich Saint Petersburg State University of Telecommunications; Solomenko Institute of Transport Problems of the Russian Academy of Sciences
Russian Federation
Russian Federation
A. .. Tarantsev
Saint Petersburg University of State Fire Service of EMERCOM of Russia; Solomenko Institute of Transport Problems of the Russian Academy of Sciences
Russian Federation
Russian Federation
References
1. Hermann T., Hunt A., Neuhoff J. The Sonification Handbook. Berlin: Logos Publishing House, 2011. 584 p.
2. Kramer G. An introduction to Auditory Display // In: G. Kramer (ed.) Auditory Display, Sonification, Audification and Auditory Interfaces. Boca Raton: CRC Press, 1994. PP. 1-78.
3. Gaver W.W. Auditory Icons: Using Sound in Computer Interfaces // Human-Computer Interaction. 1986. Vol. 2. № 2. PP. 167-177. DOI:10.1207/s15327051hci0202_3
4. Iverson P., Krumhansl C.L. Isolating the dynamic attributes of musical timbre // J. Acoust. Soc. Am. 1993. Vol. 94. Iss. 5. PP. 2595-2603.
5. Albersheim G. Zur Psychologie der Toneigenschaften. Strassburg: Heltz, 1939.
6. Grey J.M. An exploration of musical timbre using computer based techniques of analysis, synthesis and perceptual scaling. Stanford: University of Stanford Press, 1975.
7. McAdams S., Winsberg S., Donnadieu S., de Soete G., Krimphoff J. Perceptual scaling of synthesized musical timbres: Common dimensions, specificities, and latent subject classes // Psychol. Res. 1995. Vol. 58. Iss. 3. PP. 177-192. DOI:10.1007/BF00419633
8. Schaeffer P. In search of a concrete music. Berkley, CA: UC Press, 2012. 228 p.
9. ISO/IEC 15938-4: 2002. MPEG-7: Information Technology - Multimedia Content Description Interface - Part 4: Audio. 106 p.
10. Cherny E., Lilius J., Brusila J., Mouromtsev D., Rogozinsky G. An Approach for Structuring Sound Sample Libraries Using Ontology // In: Ngonga Ngomo AC., Křemen P. (eds) Knowledge Engineering and Semantic Web. KESW 2016. Communications in Computer and Information Science. Vol. 649. Cham: Springer, 2016. DOI:10.5281/zenodo.56833
11. Рогозинский Г.Г. О решении задачи оптимального размещения звуковых объектов в N-мерных тембральных пространствах // T-comm. 2018. Т. 12. № 5. С. 54-58. DOI:10.24411/2072-8735-2018-10087
12. The Complete MIDI 1.0 Detailed Specification V96.1, Second Edition. The MIDI Manufacturers Association, Los Angeles, 2001. 334 p.
13. Таранцев А.А., Шилин К.Ю. Методы многопараметрической оптимизации в задачах выбора решений. СПб.: СПбУ ГПС МЧС России, ИПТ РАН, 2019.
Review
For citations:
Rogozinsky G..., Tarantsev A... On Statement and Solution of Optimization Problem of Timbral Space Trajectories Design. Proceedings of Telecommunication Universities. 2020;6(1):14-20. (In Russ.) https://doi.org/10.31854/1813-324X-2020-6-1-14-20
Views:
1858
Email this article 