Morphing of transient sounds based on shift invariant discrete wavelet transform and singular value decomposition

Date

2009-04-19

Author

Ahmad, Wasim
Hacıhabiboğlu, Hüseyin
kondoz, ahmet

Metadata

Show full item record

This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License.

Item Usage Stats

129
views

0
downloads

In this paper, a new morphing algorithm for transient sounds is introduced. Input sounds are first projected onto orthogonal bases from which intermediate or novel sounds can be generated. The proposed algorithm uses a shift invariant version of discrete wavelet transform and the singular value decomposition (SVD) to represent the input sound signals over a set of orthogonal bases. Interpolation is carried out between the weight vectors from the SVD to produce a new weight vector used for synthesising a new set of wavelet coefficients. The morphed sound is generated by taking the inverse discrete wavelet transform of the combined weighted bases. The proposed algorithm not only generates a range of new sounds, but also represents the input sounds in a more compact fashion.

Subject Keywords

Singular value decomposition, Shift-invariant wavelet analysis, Interpolation, sound synthesis, Audio morphing

URI

https://hdl.handle.net/11511/29937

DOI

https://doi.org/10.1109/icassp.2009.4959579

Conference Name

IEEE International Conference on Acoustics, Speech and Signal Processing

Collections

Graduate School of Informatics, Conference / Seminar

Suggestions

OpenMETU
Core

Extraneous roots and kinematic analysis of spatial mechanisms and robots Soylu, Reşit (1997-10-01) A systematic algorithm, for the complete position analysis of ''any'' single loop spatial mechanism, is introduced. The method yields four non-linear equations, with the least possible total degree. These equations are transformed into algebraic ones, which may be solved, analytically, based upon the concept of resultants. The solutions are free from extraneous roots, since such roots are identified and extracted by the proposed techniques. An algorithm, for the efficient position analysis of mechanisms wit...
Unstructured grid generation and a simple triangulation algorithm for arbitrary 2-D geometries using object oriented programming Karamete, BK; Tokdemir, Turgut; Ger, M (Wiley, 1997-01-30) This paper describes the logic of a dynamic algorithm for a general 2D Delaunay triangulation of arbitrarily prescribed interior and boundary nodes. The complexity of the geometry is completely arbitrary. The scheme is free of specific restrictions on the input of the geometrical data. The scheme generates triangles whose associated circumcircles contain 'no nodal points except their vertices. There is no predefined limit for the number of points and the boundaries. The direction of generation of the triang...
Numerical Computation of Anisotropically Evolving Yield Surfaces Based on Micro to Macro Transitions Birkle, Manuel; Gürses, Ercan; Miehe, Christian (null; 2004-03-26) The paper proposes a numerical computation technique for anisotropically evolving yield surfaces based on micro–to–macro transitions. The underlying model of the finite crystal plasticity and the homogenization approach have previously been formulated by Miehe et al. [2]. The technique proposed has the following two central aspects, firstly a criterion for the determination of the macroscopic yield point is introduced which is based on the physically relevant mechanisms on the microscale and secondly, as a ...
Domain-Structured Chaos in a Hopfield Neural Network Akhmet, Marat (World Scientific Pub Co Pte Lt, 2019-12-30) In this paper, we provide a new method for constructing chaotic Hopfield neural networks. Our approach is based on structuring the domain to form a special set through the discrete evolution of the network state variables. In the chaotic regime, the formed set is invariant under the system governing the dynamics of the neural network. The approach can be viewed as an extension of the unimodality technique for one-dimensional map, thereby generating chaos from higher-dimensional systems. We show that the dis...
Oscillation of Second-Order Mixed-Nonlinear Delay Dynamic Equations Unal, M.; Zafer, Ağacık (Springer Science and Business Media LLC, 2010-01-01) New oscillation criteria are established for second-order mixed-nonlinear delay dynamic equations on time scales by utilizing an interval averaging technique. No restriction is imposed on the coefficient functions and the forcing term to be nonnegative.

Citation Formats

W. Ahmad, H. Hacıhabiboğlu, and a. kondoz, “Morphing of transient sounds based on shift invariant discrete wavelet transform and singular value decomposition,” presented at the IEEE International Conference on Acoustics, Speech and Signal Processing, Taipei, TAIWAN, 2009, Accessed: 00, 2020. [Online]. Available: https://hdl.handle.net/11511/29937.