conference paper

Positive Definite Rational Kernels

Corinna Cortes^a, Patrick Haffner^a, Mehryar Mohri^a

^aAT&T Labs – Research, 180 Park Avenue, Florham Park, NJ, 07932, USA

Lecture notes in computer science Springer Science+Business Media2003-01-01 47 citations20 references

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TL;DRIt is shown that under some conditions these kernels are closed under sum, product, or Kleene-closure and a general method for constructing a PDS rational kernel from an arbitrary transducer defined on some non-idempotent semirings is given. (Semantic Scholar)

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Positive Definite Rational Kernels

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