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Incremental λ-Calculus

Paolo G. Giarrusso. This is the homepage for the Incremental λ-Calculus. Project. Our goal is to extend database technology for low-overhead incremental computation, based on finite differencing, and apply it to higher-order languages. Agda machine-checked proofs inc-lc/ilc-agda. A theory of changes for higher-order languages incrementalizing λ-calculi by static differentiation. Updated version). With Yufei Cai, Tillmann Rendel, and Klaus Ostermann. PLDI ’14, pp. 145 155. We investigate performance by a ...

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Paolo G. Giarrusso. This is the homepage for the Incremental λ-Calculus. Project. Our goal is to extend database technology for low-overhead incremental computation, based on finite differencing, and apply it to higher-order languages. Agda machine-checked proofs inc-lc/ilc-agda. A theory of changes for higher-order languages incrementalizing λ-calculi by static differentiation. Updated version). With Yufei Cai, Tillmann Rendel, and Klaus Ostermann. PLDI ’14, pp. 145 155. We investigate performance by a ...

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1 incremental λ calculus

2 introduction

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4 on github

5 scala prototype inc lc/ilc scala

6 papers

7 abstract

8 derivative

9 credits

10 cai yufei

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Paolo G. Giarrusso. This is the homepage for the Incremental λ-Calculus. Project. Our goal is to extend database technology for low-overhead incremental computation, based on finite differencing, and apply it to higher-order languages. Agda machine-checked proofs inc-lc/ilc-agda. A theory of changes for higher-order languages incrementalizing λ-calculi by static differentiation. Updated version). With Yufei Cai, Tillmann Rendel, and Klaus Ostermann. PLDI ’14, pp. 145 155. We investigate performance by a ...

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Incremental λ-Calculus: Artifact Evaluation

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Incremental λ-Calculus: Artifact Evaluation. Paolo G. Giarrusso. This is the submission to the PLDI 2014 Artifact Evaluation Committee for the paper:. Yufei Cai, Paolo G. Giarrusso, Tillmann Rendel, Klaus Ostermann. A Theory of Changes for Higher-Order Languages:. Incrementalizing λ-Calculi by Static Differentiation. At PLDI, ACM 2014. We submit three artifacts:. Of our theoretical results, in the dependently-typed programming language Agda. Of our ideas in Scala. Download the Virtual Machine Image.

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Incremental λ-Calculus

Paolo G. Giarrusso. This is the homepage for the Incremental λ-Calculus. Project. Our goal is to extend database technology for low-overhead incremental computation, based on finite differencing, and apply it to higher-order languages. Agda machine-checked proofs inc-lc/ilc-agda. A theory of changes for higher-order languages incrementalizing λ-calculi by static differentiation. Updated version). With Yufei Cai, Tillmann Rendel, and Klaus Ostermann. PLDI ’14, pp. 145 155. We investigate performance by a ...

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