Interface | Description |
---|---|
KernelTrick |
The KernelTrick is a method can can be used to alter an algorithm to do its
calculations in a projected feature space, without explicitly forming the
features.
|
Class | Description |
---|---|
BaseKernelTrick |
This provides a simple base implementation for the cache related methods in
Kernel Trick.
|
BaseL2Kernel |
Many Kernels can be described in terms the L2 norm with some operations
performed on it.
|
DistanceMetricBasedKernel |
This abstract class provides the means of implementing a Kernel based off
some
DistanceMetric . |
GeneralRBFKernel |
This class provides a generalization of the
RBFKernel to arbitrary
distance metrics , and is of the form
exp(-d(x, y)2/(2 σ 2
)). |
KernelPoint |
The Kernel Point represents a kernelized weight vector by a linear
combination of vectors transformed through a
kernel fuctiion . |
KernelPoints |
This class represents a list of
KernelPoint objects. |
LinearKernel |
Provides a linear kernel function, which computes the normal dot product.
|
NormalizedKernel |
This provides a wrapper kernel that produces a normalized kernel trick from
any input kernel trick.
|
PolynomialKernel |
Provides a Polynomial Kernel of the form
k(x,y) = (alpha * x.y + c)^d |
PukKernel |
The PUK kernel is an alternative to the RBF Kernel.
|
RationalQuadraticKernel |
Provides an implementation of the Rational Quadratic Kernel, which is of the
form:
k(x, y) = 1 - ||x-y||2 / (||x-y||2 + c) |
RBFKernel |
Provides a kernel for the Radial Basis Function, which is of the form
k(x, y) = exp(-||x-y||2/(2*σ2)) |
SigmoidKernel |
Provides an implementation of the Sigmoid (Hyperbolic Tangent) Kernel, which
is of the form:
k(x, y) = tanh(alpha * < x, y > +c) Technically, this kernel is not positive definite. |
Enum | Description |
---|---|
KernelPoint.BudgetStrategy |
These enums control the method used to reduce the size of the support
vector set in the kernel point.
|
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