Abstract: Waveform tables are an important tool for synthesizing sound, but they introduce error which results in noise. Error is affected by the spectrum of the signal stored in the table. Error is reduced by increasing the table size and/or by increasing the quality of interpolation. Both of these also affect the signal computation cost. Table sizes required for a given signal-to-noise ratio are computed for different interpolation methods and spectral rolloffs. Execution times are then evaluated. Non-interpolated oscillators perform the best, but only if the storage and computation costs of the tables are not an issue. This and other tradeoffs are discussed. 1
Conselho Nacional de Desenvolvimento Científico e TecnológicoDoutor em CiênciasThis doctoral dissert...
The theoretical analysis of interpolation parameters evaluating the influence of folding circuits on...
Quadratic peak interpolation in a zero-padded Fast Fourier Transform (FFT) has been widely used for ...
Author Institution:Interpolation is often used to obtain the wavelengths or wavenumbers of spectral ...
Abstract: Classic interpolators (resamplers) of band-limited signals are based on windowed sinc() fu...
Wavetable and sampling synthesis are popular methods enabling the efficient creation of musical soun...
Abstract. In this paper the capacity of non-uniform sampling rate conversion techniques, involving d...
Recent parameter matching methods for multiple wavetable synthesis have used a simple relative spect...
The use of floating point number representation is very common in digital audio workstations and in ...
This thesis deals with waveform interpolation speech coding. Speech coding in the last decade has be...
This paper presents a new method to increase the available measurement resolution of quadrature enco...
This paper presents a waveform-matched waveform interpolation (WMWI) technique which enables improve...
Visualization of interpolants computed using linear, PCHIP, and cubic spline interpolation methods f...
In the field of old recordings restoration. we compare two interpolation methods in order to remove ...
This letter proposes simple algorithms for computing a phase shift term, which is introduced to grea...
Conselho Nacional de Desenvolvimento Científico e TecnológicoDoutor em CiênciasThis doctoral dissert...
The theoretical analysis of interpolation parameters evaluating the influence of folding circuits on...
Quadratic peak interpolation in a zero-padded Fast Fourier Transform (FFT) has been widely used for ...
Author Institution:Interpolation is often used to obtain the wavelengths or wavenumbers of spectral ...
Abstract: Classic interpolators (resamplers) of band-limited signals are based on windowed sinc() fu...
Wavetable and sampling synthesis are popular methods enabling the efficient creation of musical soun...
Abstract. In this paper the capacity of non-uniform sampling rate conversion techniques, involving d...
Recent parameter matching methods for multiple wavetable synthesis have used a simple relative spect...
The use of floating point number representation is very common in digital audio workstations and in ...
This thesis deals with waveform interpolation speech coding. Speech coding in the last decade has be...
This paper presents a new method to increase the available measurement resolution of quadrature enco...
This paper presents a waveform-matched waveform interpolation (WMWI) technique which enables improve...
Visualization of interpolants computed using linear, PCHIP, and cubic spline interpolation methods f...
In the field of old recordings restoration. we compare two interpolation methods in order to remove ...
This letter proposes simple algorithms for computing a phase shift term, which is introduced to grea...
Conselho Nacional de Desenvolvimento Científico e TecnológicoDoutor em CiênciasThis doctoral dissert...
The theoretical analysis of interpolation parameters evaluating the influence of folding circuits on...
Quadratic peak interpolation in a zero-padded Fast Fourier Transform (FFT) has been widely used for ...