splinker_learn.amxd

ampfaaaameta
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									"text" : "thresh 2.5 100."
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									"text" : "• Set low and high thresholds. Signal growth must exceed the high one and then fall to the low one to make an attack."
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									"text" : "• Minimum velocity to output (quieter notes are ignored.)"
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									"text" : "• Describes how energyin each frequency band masks later energy in the band. Here the masking is total for 4 analysis periods and then drops by 0.7 each period."
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									"text" : "• Minimum time (msec) between attacks"
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									"text" : "• Forget all templates and start learning new ones.  The argument is the number of times you'd like to train each instrument."
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									"text" : "• Poll the current spectrum via \"raw\" outlet, You can set a very high threshold if you don't want attacks mixed in."
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													"text" : "In this patch, after starting DSP, you can print out the raw or cooked output using the two toggles or listen to the synthesizer output by raising its volume."
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													"text" : "Bonk's analysis is carried out on a 256-point window (6 msec at 44.1kHz) and by default the analysis period is 128 samples. The analysis period can be specified as Bonk's creation argument but must be a multiple of 64."
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													"text" : "Bonk's two outputs are the raw spectrum of the attack (provided as a list of 11 numbers giving the signal \"loudness\" in the 11 frequency bands used), and the \"cooked\" output which gives only an instrument number (counting up from zero) and a \"velocity\". The instrument number is significant only in that bonk~ has a \"template set\" in memory."
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													"text" : "The bonk~ object takes an audio signal input and looks for \"attacks\" defined as sharp changes in the spectral envelope of the incoming sound. Optionally, and less reliably, you can have bonk~ check the attack against a collection of stored templates to try to guess which of two or more instruments was hit. Bonk~ is described theoretically in the 1998 ICMC proceedings, reprinted on http://www.crca.ucsd.edu/~msp."
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									"text" : "The low and high thresholds actually aren't levels but:\nSignal growth must exceed the high one and then fall to the low one to make an attack. The unit is the sum of the proportional growth in the 11 filter bands. Proportional growth is essentially the logarithmic time derivative."
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