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» Mathematical Induction in Otter-Lambda
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AUSAI
1998
Springer
13 years 10 months ago
Adjusted Probability Naive Bayesian Induction
Naive Bayesian classi ers utilise a simple mathematical model for induction. While it is known that the assumptions on which this model is based are frequently violated, the predic...
Geoffrey I. Webb, Michael J. Pazzani
POPL
2010
ACM
14 years 4 months ago
Nominal System T
This paper introduces a new recursion principle for inductive data modulo -equivalence of bound names. It makes use of Oderskystyle local names when recursing over bound names. It...
Andrew M. Pitts
ENTCS
2006
162views more  ENTCS 2006»
13 years 7 months ago
Continuous Functions on Final Coalgebras
It can be traced back to Brouwer that continuous functions of type StrA B, where StrA is the type of infinite streams over elements of A, can be represented by well founded, Abra...
Neil Ghani, Peter Hancock, Dirk Pattinson
TLDI
2005
ACM
102views Formal Methods» more  TLDI 2005»
14 years 16 days ago
An open and shut typecase
Two different ways of defining ad-hoc polymorphic operations commonly occur in programming languages. With the first form polymorphic operations are defined inductively on the...
Dimitrios Vytiniotis, Geoffrey Washburn, Stephanie...
CALCO
2007
Springer
129views Mathematics» more  CALCO 2007»
13 years 11 months ago
CIRC : A Circular Coinductive Prover
Abstract. CIRC is an automated circular coinductive prover implemented as an extension of Maude. The circular coinductive technique that forms the core of CIRC is discussed, togeth...
Dorel Lucanu, Grigore Rosu