Download ICFP’10 Proceedings of the 2010 ACM SIGPLAN International by Stephanie Weirich ICFP’10 Program Chair PDF
By Stephanie Weirich ICFP’10 Program Chair
Read Online or Download ICFP’10 Proceedings of the 2010 ACM SIGPLAN International Conference on Functional Programming PDF
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Additional info for ICFP’10 Proceedings of the 2010 ACM SIGPLAN International Conference on Functional Programming
Example text
The interpetation of a datatype is a coding scheme for values of that datatype. There, the emphasis is on avoiding manually having to write encode and decode functions. Our goal is slightly different; more related to the properties of the resulting coding schemes and their verification rather than the ability to automatically derive encoders and decoders from data descriptions. [8] P. Elias. Universal codeword sets and representations of the integers. IEEE Transactions on Information Theory, 21(2):197–203, 1975.
We have defined ReCaml formally and proved it sound. Viewing the execution state as a delimited continuation [15], updating a computation consists in capturing, modifying and reinstating a continuation. To support the modification of a continuation, we define a new “match cont” pattern-matching operator. 1 to decompose it in stack frames peforming specific update actions on each of them. , discarding a frame, modifying a frame or keeping it unmodified. Combining such actions, the approach is flexible enough to support many policies, such as completing the computation at the old version, combining old results with subsequent new computation, or discarding old results for recomputing entirely at the new version.
Ghani et al. [11] represent continuous functions on streams as binary trees. In our case, thanks to the embedded isomorphisms, the tree structures represent at the same time both the encode and the decode functions. [11] N. Ghani, P. Hancock, and D. Pattinson. Representations of stream processors using nested fixed points. Logical Methods in Computer Science, 5(3), 2009. [12] J. Gibbons. Datatype-generic programming. In R. Backhouse, J. Gibbons, R. Hinze, and J. euring, editors, Datatype-Generic Programming, volume 4719 of LNCS, chapter 1, pages 1–71.