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See:
Description
Interface Summary | |
Array | Interface for dense or sparse arrays which store numbers. |
GrowableMatrix | Interface for Growable Matrices. |
Matrix | Interface for Matrices, dense or sparse. |
Metric | Interface for a set of classes which have a metric function distance(Array i, Array j), which returns a double giving the distance between the two vectors |
Similarity | Interface for a set of static classes which have a similarity function similarity(Array i, Array j), which returns a double rating the similarity of the two vectors |
Class Summary | |
AbstractArray | Abstract Array class |
AbstractMatrix | Abstract Matrix class |
AbstractMetric | Class which defines distance and similarity functions once we have a norm |
ArrayListMatrix | An ArrayList of arrays |
ColtDenseMatrix | A Wrapper for a DenseDoubleMatrix2D |
ColtSparseDoubleArray | An Array Wrapper for cern.colt.matrix.SparseDoubleMatrix1D |
ColtSparseMatrix | A Wrapper for a SparseDoubleMatrix2D |
Cosine | Cosine similarity function |
DenseDoubleArray | An Array wrapper for an array of doubles. |
DenseIntArray | Array wrapper for integer array |
DenseNumberArray | An Array wrapper for an array of Numbers. |
DenseSNDArray | An Array wrapper for an array of ScientificNotationDoubles |
EAlgebra | Extends cern.colt.matrix.linalg.Algebra to add some functions that are useful in NLP. |
EDoubleFactory2D | Extends cern.colt.matrix.DoubleFactory2D to add some functions that are useful in NLP. |
Entry | Stores and allows access to single entry in a vector or matrix. |
GrowableDenseDoubleArray | Array wrapper for cern.colt.list.DoubleArrayList |
GrowableDenseIntArray | Array wrapper for cern.colt.list.IntArrayList |
L1 | L1 norm |
L2 | L2 norm |
MatrixAlgebra | This class implements matrix operations as needed |
SimpleBlas | A version of cern.colt.matrix.linalg.SeqBlas that can be instantiated. |
Data Structures for vectors and matrices, including wrappers for other packages, such as cern's COLT package. Has functionality for both dense and sparse matrices.
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