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HOL-lambdasigma: An Intentional First-Order Expression of Higher-Order Logic.

, , and . RTA, volume 1631 of Lecture Notes in Computer Science, page 317-331. Springer, (1999)

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Higher Order Unification via Explicit Substitutions., , and . Inf. Comput., 157 (1-2): 183-235 (2000)Eta-conversion for the Languages of Explicit Substitutions.. ALP, volume 632 of Lecture Notes in Computer Science, page 306-321. Springer, (1992)HOL-lambdasigma: An Intentional First-Order Expression of Higher-Order Logic., , and . RTA, volume 1631 of Lecture Notes in Computer Science, page 317-331. Springer, (1999)Building certified components within FOCAL., , and . Trends in Functional Programming, volume 5 of Trends in Functional Programming, page 33-48. Intellect, (2004)Unification via Explicit Substitutions: The Case of Higher-Order Patterns., , , and . JICSLP, page 259-273. MIT Press, (1996)Binding Logic: Proofs and Models., , and . LPAR, volume 2514 of Lecture Notes in Computer Science, page 130-144. Springer, (2002)Binding Logic: proofs and models., , and . CoRR, (2023)Functional Back-Ends within the Lambda-Sigma Calculus., , and . ICFP, page 25-33. ACM, (1996)SIGPLAN Notices 31(6), June 1996.Avoiding Security Pitfalls with Functional Programming: A Report on the Development of a Secure XML Validator., , , and . ICSE (2), page 209-218. IEEE Computer Society, (2015)ISBN 978-1-4799-1934-5 (Vol. I + II ???).HOL-λσ: an intentional first-order expression of higher-order logic., , and . Math. Struct. Comput. Sci., 11 (1): 21-45 (2001)