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Topological Comparisons of Proximity Measures

, , и . Advances in Knowledge Discovery and Data Mining, том 7301 из Lecture Notes in Computer Science, Springer Berlin Heidelberg, (2012)
DOI: 10.1007/978-3-642-30217-6_32

Аннотация

In many fields of application, the choice of proximity measure directly affects the results of data mining methods, whatever the task might be: clustering, comparing or structuring of a set of objects. Generally, in such fields of application, the user is obliged to choose one proximity measure from many possible alternatives. According to the notion of equivalence, such as the one based on pre-ordering, certain proximity measures are more or less equivalent, which means that they should produce almost the same results. This information on equivalence might be helpful for choosing one such measure. However, the complexity

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Topological Comparisons of Proximity Measures - Springer

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