We demonstrate λ ZFC's expressiveness by coding up the real numbers, arithmetic and limits. We demonstrate that it makes deriving computational meaning easier ...
Abstract. Applied mathematicians increasingly use computers to an- swer mathematical questions. We want to provide them domain-specific languages.
Applied mathematicians increasingly use computers to answer mathematical questions. We want to provide them domain-specific languages.
We demonstrate λ ZFC's expressiveness by coding up the real numbers, arithmetic and limits. We demonstrate that it makes deriving computational meaning easier ...
Option 1: Write theorems and proofs in a proof assistant, extract programs. Problem: Re-proving theorems takes a long time!
For convenience, we define a language λ−. ZFC of finite terms and a function F[·] from λ−. ZFC to λZFC. We can then write P R, meaning F[P R] = tP , R ...
We demonstrate λ ZFC's expressiveness by coding up the real numbers, arithmetic and limits. We demonstrate that it makes deriving computational meaning easier ...
Contents. Logic programming, knowledge representation, and nonmonotonic reasoning: essays dedicated to Michael Gelfond on the occasion of his 65th birthday.
Computing in Cantor's Paradise with λZFC. FLOPS 2012. (PDF) (Code) (Slides). Neil Toronto and Jay McCarthy. From Bayesian Notation to Pure Racket via ...
Jun 11, 2021 · ... (ZFC). They showed that there can neither be a proof of the Continuum Hypothesis nor a proof refuting it. The Continuum Hypothesis is ...
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