Uses of Package
org.tribuo.math.la
Package
Description
Provides an implementation of LIME (Locally Interpretable Model Explanations).
Provides infrastructure for Stochastic Gradient Descent for classification problems.
Provides an implementation of a linear chain CRF trained using Stochastic Gradient Descent.
Provides classification loss functions for Stochastic Gradient Descent.
Provides an implementation of HDBSCAN*.
Provides a multithreaded implementation of K-Means, with a
configurable distance function.
Provides the base classes for models trained with stochastic gradient descent.
Provides common functionality for building decision trees, irrespective
of the predicted
Output
.Provides abstract classes for interfacing with XGBoost abstracting away all the
Output
dependent parts.This package contains the abstract implementation of an external model
trained by something outside of Tribuo.
Code for uploading models to Oracle Cloud Infrastructure Data Science, and also for scoring models deployed
in Oracle Cloud Infrastructure Data Science.
This package contains a Tribuo wrapper around ONNX Runtime.
Provides an interface to TensorFlow, allowing the training of non-sequential models using any supported
Tribuo output type.
Contains the implementation of Tribuo's math library, it's gradient descent optimisers, kernels and a set of
math related utils.
An interface for distance computations between two
SGDVector
instances
along with some standard implementations.A package of statistical distributions.
Provides a
Kernel
interface for Mercer kernels, along with implementations of standard kernels.Provides a linear algebra system used for numerical operations in Tribuo.
Provides nearest neighbour query functionality.
Provides a brute-force nearest neighbour query implementation.
Provides a k-d tree nearest neighbour query implementation.
Utilities for converting Tribuo math objects into ONNX representations.
Provides implementations of
StochasticGradientOptimiser
.Provides some utility tensors for use in gradient optimisers.
Provides math related util classes.
Provides classes and infrastructure for working with multi-label classification problems.
Provides an implementation of a multi-label classification factorization machine model using Stochastic Gradient Descent.
Provides an implementation of a multi-label classification linear model using Stochastic Gradient Descent.
Provides multi-label classification loss functions for Stochastic Gradient Descent.
Provides infrastructure for Stochastic Gradient Descent based regression models.
Provides an implementation of factorization machines for regression using Stochastic Gradient Descent.
Provides an implementation of linear regression using Stochastic Gradient Descent.
Provides regression loss functions for Stochastic Gradient Descent.
Provides implementations of sparse linear regression using various forms of regularisation penalty.
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ClassDescriptionA dense matrix, backed by a primitive array.A dense vector, backed by a double array.Interface for 1 dimensional
Tensor
s.A sparse vector.An interface for Tensors, currently Vectors and Matrices. -
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ClassDescriptionA dense matrix, backed by a primitive array.A dense vector, backed by a double array.Interface for 1 dimensional
Tensor
s.An interface for Tensors, currently Vectors and Matrices. -
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ClassDescriptionA dense matrix, backed by a primitive array.A dense vector, backed by a double array.A sparse vector.
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ClassDescriptionA dense matrix, backed by a primitive array.A dense vector, backed by a double array.Interface for 1 dimensional
Tensor
s.An interface for Tensors, currently Vectors and Matrices. -
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ClassDescriptionA dense matrix, backed by a primitive array.A dense vector, backed by a double array.
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ClassDescriptionA dense matrix, backed by a primitive array.The output of a successful Cholesky factorization.The output of a successful eigen decomposition.The output of a successful LU factorization.A matrix which is dense in the first dimension and sparse in the second.A dense vector, backed by a double array.Interface for 2 dimensional
Tensor
s.Interface for matrix factorizations.A mutable tuple used to avoid allocation when iterating a matrix.Interface for 1 dimensionalTensor
s.A sparse vector.An interface for Tensors, currently Vectors and Matrices.A mutable tuple used to avoid allocation when iterating a vector. -
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ClassDescriptionA matrix which is dense in the first dimension and sparse in the second.A sparse vector.
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ClassDescriptionA dense vector, backed by a double array.A sparse vector.
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ClassDescriptionA dense vector, backed by a double array.Interface for 1 dimensional
Tensor
s.A sparse vector. -
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ClassDescriptionA dense vector, backed by a double array.A sparse vector.