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Theorem proving for all: equational reasoning in liquid Haskell (functional pearl).

, , , , and . Haskell@ICFP, page 132-144. ACM, (2018)

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Monadic Parsing in Haskell., and . J. Funct. Program., 8 (4): 437-444 (1998)Book Review: Introduction to HOL: A Theorem Proving Environment for Higher Order Logic by Mike Gordon and Tom Melham (eds.), Cambridge University Press, 1993, ISBN 0-521-44189-7.. J. Funct. Program., 4 (4): 557-559 (1994)Back to Basics: Deriving Representation Changers Functionally., and . J. Funct. Program., 6 (1): 181-188 (1996)PhD Abstracts.. J. Funct. Program., (2015)The generic approximation lemma., and . Inf. Process. Lett., 79 (4): 197-201 (2001)Compiling Concurrency Correctly: Cutting out the Middle Man., and . Trends in Functional Programming, volume 10 of Trends in Functional Programming, page 17-32. Intellect, (2009)Programs for Cheap!, and . LICS, page 115-126. IEEE Computer Society, (2015)What is the meaning of these constant interruptions?, and . J. Funct. Program., 17 (6): 777-792 (2007)Compiling Exceptions Correctly., and . MPC, volume 3125 of Lecture Notes in Computer Science, page 211-227. Springer, (2004)PhD Abstracts.. J. Funct. Program., (2018)