- Constant amplitude scaler
- Constant amplitude scaler
- Constant amplitude scaler
- Smoothed amplitude control with
- Conversion between frequency and
- Conversion between frequency and
- Conversion between frequency and
- Conversion between frequency and
- Conversion between frequency and
- Conversion between frequency and
- Wavetable oscillator
- Wavetable lookup in general
- Wavetable lookup in general
- Wavetable lookup in general
- Using a wavetable as
- Looping samplers
- Looping samplers
- Overlapping sample looper
- Overlapping sample looper
- Overlapping sample looper
- Overlapping sample looper
- Overlapping sample looper
- Overlapping sample looper
- Overlapping sample looper
**,**- Control operations in Pd
- Control operations in Pd
- Control operations in Pd
**,**- Control operations in Pd
- Converting controls to signals
- Converting controls to signals
- Signals to controls
- Signals to controls
- MIDI-style synthesizer
- MIDI-style synthesizer
**,**- MIDI-style synthesizer
- Encapsulation in Pd
- Encapsulation in Pd
- Encapsulation in Pd
- Encapsulation in Pd
- Transfer functions for amplitude
- Additive synthesis: Risset's bell
- Additive synthesis: Risset's bell
- Polyphonic synthesis: sampler
- Polyphonic synthesis: sampler
- Polyphonic synthesis: sampler
- Polyphonic synthesis: sampler
- Octave divider and formant
- Waveshaping and difference tones
- The PAF generator
- Fixed, noninterpolating delay line
- Fixed, noninterpolating delay line
- Variable delay line
- Order of execution and
- Order of execution and
- Prefabricated low-, high-, and
- Prefabricated low-, high-, and
- Prefabricated low-, high-, and
- Prefabricated low-, high-, and
- Prefabricated time-varying band-pass filter
- Using elementary filters directly:
- Using elementary filters directly:
- Using elementary filters directly:
- Using elementary filters directly:
- Using elementary filters directly:
- Using elementary filters directly:
- Fourier analysis and resynthesis
- Fourier analysis and resynthesis
- Fourier analysis and resynthesis
- Fourier analysis and resynthesis
- Narrow-band companding: noise suppression
- Narrow-band companding: noise suppression
- Phase vocoder time bender
- Phase vocoder time bender
**absolute value (of a complex number)**- Complex numbers
**abstraction**- Encapsulation in Pd
**additive synthesis**- Periodic Signals
**examples**- Additive synthesis: Risset's bell | Additive synthesis: spectral envelope

**ADSR envelope generator**- Envelope Generators
**aliasing**- The sampling theorem
**all-pass filter**- Power conservation and complex
**amplitude**- Sinusoids, amplitude and frequency
| Measures of Amplitude
**complex**- Complex sinusoids

**amplitude, measures of**- Measures of Amplitude
**amplitude, peak**- Measures of Amplitude
**amplitude, RMS**- Measures of Amplitude
**angle of rotation**- Power conservation and complex
**argument (of a complex number)**- Complex numbers
**arguments****creation**- Quick Introduction to Pd

**audio signals, digital**- Sinusoids, amplitude and frequency
**band-pass filter**- Band-pass and stop-band filters
**bandwidth**- Designer spectra | Band-pass and stop-band filters
**beating**- More additive synthesis
**Bessel functions**- Sinusoidal waveshaping: evenness and
**box**- Quick Introduction to Pd
**GUI**- Quick Introduction to Pd
**message**- Quick Introduction to Pd
**number**- Quick Introduction to Pd
**object**- Quick Introduction to Pd

**carrier frequency**- Frequency and phase modulation | Carrier/modulator model
**carrier signal**- Multiplying audio signals
**center frequency**- Designer spectra | Band-pass and stop-band filters
**Central Limit Theorem**- Waveshaping
**cents**- Frequency
**Chebychev polynomials**- Waveshaping using Chebychev polynomials
**class**- Quick Introduction to Pd
**classical waveforms**- Classical waveforms
**clipping**- Wavetables and samplers
**clipping function**- Waveshaping
**coloration**- Artificial reverberation
**comb filter**- Delay networks
**recirculating**- Recirculating delay networks

**compander**- Narrow-band companding
**complex conjugate**- Non-recirculating filter, second form
**complex numbers**- Complex numbers
**compound filter**- Compound filters
**continuous spectrum**- Taxonomy of spectra
**control**- Control
**control stream**- Control streams
**numeric**- Control streams

**covariance**- Superposing Signals
**creation arguments**- Quick Introduction to Pd
**DC**- Taxonomy of spectra | One-pole, one-zero high-pass filter
**debouncing**- Event detection
**decibels**- Units of Amplitude
**delay****compound**- Operations on control streams
**in Pd**- Control operations in Pd
**on control streams**- Operations on control streams
**simple**- Operations on control streams

**delay network****linear**- Delay networks

**delay, audio**- Delay networks
**digital audio signals**- Sinusoids, amplitude and frequency
**Dirichlet kernel**- Fourier transform of DC
**discrete spectrum**- Taxonomy of spectra
**distortion**- Waveshaping
**Doppler effect**- Variable and fractional shifts
**duty cycle**- Timbre stretching
**dynamic**- Units of Amplitude
**dynamic range**- Narrow-band companding
**echo density**- Artificial reverberation
**elementary filter****non-recirculating**- Elementary non-recirculating filter
**recirculating**- Elementary recirculating filter

**encapsulation**- Encapsulation in Pd
**envelope follower**- Event detection | Envelope following
**envelope generator**- Synthesizing a sinusoid
| Envelope Generators
**ADSR**- Envelope Generators
**resetting**- Muting

**equalization**- Equalizing filters
**event**- Control streams
**event detection**- Event detection
**feedback**- Phase-aligned formant (PAF) generator
**filter**- Delay networks
| Filters
**all-pass**- Power conservation and complex | All-pass filters
**band-pass**- Band-pass and stop-band filters
**Butterworth**- Butterworth filters
**compound**- Compound filters
**elementary non-recirculating**- Elementary non-recirculating filter
**elementary recirculating**- Elementary recirculating filter
**high-pass**- Low-pass and high-pass filters
**low-pass**- Low-pass and high-pass filters
**peaking**- Equalizing filters
**shelving**- Equalizing filters

**first difference**- Fourier series of the
**foldover**- The sampling theorem
**formant**- Designer spectra
**Fourier analysis**- Fourier analysis and resynthesis
**Fourier transform**- Fourier analysis of periodic
**fast (FFT)**- Fourier analysis and resynthesis
**phase shift formula**- Shifts and phase changes
**time shift formula**- Shifts and phase changes
**windowed**- Fourier analysis of non-periodic

**frequency****carrier**- Frequency and phase modulation
**modulation**- Frequency and phase modulation

**frequency domain**- Delay networks
**frequency modulation**- More additive synthesis | Frequency and phase modulation
**frequency response**- Delay networks
**frequency, angular**- Sinusoids, amplitude and frequency
**fundamental**- Periodic Signals
**gain**- Delay networks
**granular synthesis**- Sampling
**GUI box**- Quick Introduction to Pd
**half-step**- Frequency
**Hann window function**- Pulse trains via wavetable
**Hanning window function**- Pulse trains via wavetable | Fourier analysis of non-periodic
**harmonic signal**- Taxonomy of spectra
**harmonics**- Periodic Signals
**high-pass filter**- Low-pass and high-pass filters
**hop size**- Fourier analysis and reconstruction
**imaginary part of a complex number**- Complex numbers
**impulse**- Delay networks | Sawtooth wave
**impulse response**- Recirculating delay networks
**index****of modulation**- Frequency and phase modulation
**waveshaping**- Waveshaping | Waveshaping using Chebychev polynomials

**inharmonic signal**- Taxonomy of spectra
**interference**- Time shifts and delays
**intermodulation**- Waveshaping
**Karplus-Strong synthesis**- Order of execution and
**logical time**- Control
**low-pass filter**- Low-pass and high-pass filters
**magnitude (of a complex number)**- Complex numbers
**merging control streams**- Operations on control streams
**in Pd**- Control operations in Pd

**message box**- Quick Introduction to Pd
**messages**- Quick Introduction to Pd | Control operations in Pd
**MIDI**- Frequency
**modulating signal**- Multiplying audio signals
**modulation****frequency**- More additive synthesis | Frequency and phase modulation
**ring**- Multiplying audio signals

**muting**- Muting
**noise gate**- Narrow-band companding
**noisy spectrum**- Taxonomy of spectra
**number box**- Quick Introduction to Pd
**numeric control stream****in Pd**- Control operations in Pd

**Nyquist theorem**- The sampling theorem
**object box**- Quick Introduction to Pd
**octave**- Frequency
**oscillator**- Synthesizing a sinusoid
**parabolic wave**- Dissecting classical waveforms
**parent**- Encapsulation in Pd
**partials**- Taxonomy of spectra
**passband**- Low-pass and high-pass filters
**patch**- Synthesizing a sinusoid | Quick Introduction to Pd
**peaking filter**- Equalizing filters
**period**- Periodic Signals
**phase locking**- Phase relationships between channels
**phase-aligned formant (PAF)**- Phase-aligned formant (PAF) generator
**Pitch/Frequency Conversion formulas**- Frequency
**polar form (of a complex number)**- Complex numbers
**pole-zero plot**- Designing filters
**polyphony**- Polyphony
**power**- Measures of Amplitude
**power series**- Waveshaping
**pruning control streams**- Operations on control streams
**in Pd**- Control operations in Pd

**quality (``q'')**- Impulse responses of recirculating
**real part of a complex number**- Complex numbers
**real time**- Control
**rectangle wave**- Classical waveforms
**rectangular form (of a complex number)**- Complex numbers
**reflection**- Power conservation and complex
**resynchronizing control streams**- Operations on control streams
**in Pd**- Control operations in Pd

**ring modulation**- Multiplying audio signals
**ripple**- Low-pass and high-pass filters
**sample number**- Sinusoids, amplitude and frequency
**sample rate**- Sinusoids, amplitude and frequency
**sampling**- Sampling
**examples**- Polyphonic synthesis: sampler

**sawtooth wave**- Wavetables and samplers | Classical waveforms
**settling time**- Impulse responses of recirculating
**shelving filter**- Equalizing filters
**sidebands**- Multiplying audio signals
**sidelobes**- Resulting spectra | Fourier transform of DC
**signals, digital audio**- Sinusoids, amplitude and frequency
**spectral envelope**- Sampling | Taxonomy of spectra
**spectrum**- Taxonomy of spectra
**square wave**- Sawtooth waves and symmetry
**stable delay network**- Recirculating delay networks
**stopband**- Low-pass and high-pass filters
**stopband attenuation**- Low-pass and high-pass filters
**subpatch**- Encapsulation in Pd
**subpatches**- Encapsulation in Pd
**subtractive synthesis**- Subtractive synthesis | Predicting and controlling foldover
**switch-and-ramp technique**- Switch-and-ramp
**tags**- Voice tags
**tasks**- Voice allocation
**threshold detection**- Event detection
**timbre stamping**- Timbre stamping (classical vocoder)
**timbre stretching**- Timbre stretching | Carrier/modulator model
**time domain**- Delay networks
**time invariance**- Time shifts and phase
**time sequence**- Control streams
**toggle switch**- More additive synthesis
**transfer function**- Linear and Curved Amplitude | Waveshaping | Filters
**transient generator**- Envelope Generators
**transition band**- Low-pass and high-pass filters
**triangle wave**- Classical waveforms
**unit generators**- Synthesizing a sinusoid
**unitary delay network**- Power conservation and complex
**vocoder**- Timbre stamping (classical vocoder)
**voice bank**- Polyphony
**von Hann window function**- Fourier analysis of non-periodic
**wave packet**- Resulting spectra
**waveshaping**- Waveshaping
**wavetable lookup**- Wavetables and samplers
**non-interpolating**- Wavetables and samplers

**wavetables****transposition formula for looping**- Sampling
**transposition formula, momentary**- Sampling

**window**- Measures of Amplitude | Fourier analysis and reconstruction
**window function**- Fourier analysis of non-periodic
**window size**- Pitch shifting

Miller Puckette 2006-12-30