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- W1567829109 abstract "The phenomenon of concentration of measure on high dimensional structures is usually stated in terms of a metric space with a Borel measure, also called an mm-space. We extend some of the mm-space concepts to the setting of a quasi-metric space with probability measure (pq-space). Our motivation comes from biological sequence comparison: we show that many common similarity measures on biological sequences can be converted to quasi-metrics. We show that a high dimensional pq-space is very close to being an mm-space." @default.
- W1567829109 created "2016-06-24" @default.
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- W1567829109 date "2003-11-06" @default.
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- W1567829109 title "Quasi-metric spaces with measure" @default.
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