Compounds | |
| class | pp::Generators::BartlettWindow |
| class | pp::Generators::BlackmanWindow |
| class | pp::Generators::Chebyshev |
| class | pp::Generators::Chebyshev0 |
| class | pp::Generators::Chebyshev1 |
| class | pp::Generators::Chebyshev2 |
| class | pp::Generators::Chebyshev3 |
| class | pp::Generators::Chebyshev4 |
| class | pp::Generators::Chebyshev5 |
| class | pp::Generators::Chebyshev6 |
| class | pp::Generators::Chebyshev7 |
| class | pp::Generators::Chebyshev8 |
| class | pp::Generators::ChopperRingModulation |
| class | pp::Generators::ConnectorGenerator |
| class | pp::Generators::ConstantGenerator |
| class | pp::Generators::CosineWave |
| class | pp::Generators::CountGenerator |
| class | pp::Generators::GaussWindow |
| class | pp::Generators::GenAdd |
| class | pp::Generators::GenDivide |
| class | pp::Generators::GenFilter |
| class | pp::Generators::GenMinus |
| class | pp::Generators::GenMultiply |
| class | pp::Generators::HammingWindow |
| class | pp::Generators::IteratedWaveForm |
| class | pp::Generators::LanczosWindow |
| class | pp::Generators::MathFeedback |
| class | pp::Generators::MathGenerator |
| class | pp::Generators::MathGenerator2 |
| class | pp::Generators::ParzenWindow |
| class | pp::Generators::RampDown |
| class | pp::Generators::RampUp |
| class | pp::Generators::RandGenerator |
| class | pp::Generators::RectangularWindow |
| class | pp::Generators::RingModulation |
| class | pp::Generators::SampleGenerator |
| class | pp::Generators::SawWave |
| class | pp::Generators::Silence |
| class | pp::Generators::Silence< unsigned char > |
| class | pp::Generators::SimpleGenerator |
| class | pp::Generators::SincGenerator |
| class | pp::Generators::SineWave |
| class | pp::Generators::SineWaveG |
| class | pp::Generators::SquareWave |
| class | pp::Generators::WaveTable |
| class | pp::Generators::WelchWindow |
| class | pp::Generators::WindowGenerator |
Typedefs | |
| typedef double (* | MathFunction )(double) |
I hope to be able to set them up so that they can be connected together in interesting ways.
1.2.3 written by Dimitri van Heesch,
© 1997-2000