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|
Accord.Math.Distances Namespace |
| Class | Description | |
|---|---|---|
| Bhattacharyya |
Bhattacharyya distance.
| |
| LogLikelihoodT |
Log-likelihood distance between a sample and a statistical distribution.
|
| Structure | Description | |
|---|---|---|
| Angular |
Angular distance, or the proper distance metric version of Cosine distance.
| |
| ArgMax |
ArgMax distance (L0) distance.
| |
| BrayCurtis |
Bray-Curtis distance.
| |
| Canberra |
Canberra distance.
| |
| Chebyshev |
Chebyshev distance.
| |
| Cosine |
Cosine distance. For a proper distance metric, see Angular.
| |
| Dice |
Dice dissimilarity.
| |
| DiracT |
Dirac distance.
| |
| Euclidean |
Euclidean distance metric.
| |
| Hamming |
Hamming distance.
| |
| HammingT |
Hamming distance.
| |
| Hellinger |
Herlinger distance.
| |
| Jaccard |
Jaccard (Index) distance.
| |
| JaccardT |
Jaccard (Index) distance.
| |
| Kulczynski |
Kulczynski dissimilarity.
| |
| Levenshtein |
Levenshtein distance.
| |
| LevenshteinT |
Levenshtein distance.
| |
| Mahalanobis |
Mahalanobis distance.
| |
| Manhattan |
Manhattan (also known as Taxicab or L1) distance.
| |
| Matching |
Matching dissimilarity.
| |
| Minkowski |
The Minkowski distance is a metric in a normed vector space which can be
considered as a generalization of both the Euclidean
distance and the Manhattan distance.
| |
| Modular |
Modular distance (shortest distance between two marks on a circle).
| |
| PearsonCorrelation |
Pearson Correlation similarity.
| |
| RogersTanimoto |
Rogers-Tanimoto dissimilarity.
| |
| RusselRao |
Russel-Rao dissimilarity.
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| SokalMichener |
Sokal-Michener dissimilarity.
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| SokalSneath |
Sokal-Sneath dissimilarity.
| |
| SquareEuclidean |
Square-Euclidean distance and similarity. Please note that this
distance is not a metric as it doesn't obey the triangle inequality.
| |
| SquareMahalanobis |
Squared Mahalanobis distance.
| |
| WeightedEuclidean |
Weighted Euclidean distance metric.
| |
| WeightedSquareEuclidean |
Weighted Square-Euclidean distance and similarity. Please note that this
distance is not a metric as it doesn't obey the triangle inequality.
| |
| Yule |
Yule dissimilarity.
|
| Interface | Description | |
|---|---|---|
| IDistance |
Common interface for distance functions (not necessarily metrics).
| |
| IDistanceT |
Common interface for distance functions (not necessarily metrics).
| |
| IDistanceT, U |
Common interface for distance functions (not necessarily metrics).
| |
| IMetricT |
Common interface for Metric distance functions.
| |
| ISimilarityT |
Common interface for similarity measures.
| |
| ISimilarityT, U |
Common interface for similarity measures.
|