G10H2250/165 - CPC Classification

Aspects of algorithms or signal processing methods without intrinsic musical character, yet specifically adapted for or used in electrophonic musical processing; Mathematical functions for musical analysis, processing, synthesis or composition Polynomials, i.e. musical processing based on the use of polynomials, e.g. distortion function for tube amplifier emulation, filter coefficient calculation, polynomial approximations of waveforms, physical modeling equation solutions

• G10H2250/171 » Hermite polynomials 0
• G10H2250/175 » Jacobi polynomials of several variables, e.g. Heckman-Opdam polynomials, or of one variable only, e.g. hypergeometric polynomials 0
• G10H2250/195 » Lagrange polynomials, e.g. for polynomial interpolation or cryptography 0
• G10H2250/201 » Parabolic or second order polynomials, occuring e.g. in vacuum tube distortion modeling or for modeling the gate voltage to drain current relationship of a JFET 1
• G10H2250/205 » Third order polynomials, occuring e.g. in vacuum tube distortion modeling 1

Recent Application in this class: