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Bachelor Thesis (Hons 1): A Verified Type-Preserving Crossover Method for Higher-Order Abstract Syntax Trees.

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honours-thesis

Completed in 2019 for partial fulfilment of the Bachelor of Information Technology (Honours, Class 1) at Griffith University.

A verified, type-preserving, crossover method for well-typed higher order abstract syntax trees. This thesis discusses the use of dependently typed programming techniques, with accompanying proofs, to guarantee only well-typed crossover operations in genetic programming.

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Bachelor Thesis (Hons 1): A Verified Type-Preserving Crossover Method for Higher-Order Abstract Syntax Trees.

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