Published June 4, 2025
| Version v1
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Agda files for LMCS paper "What monads can and cannot do with a few extra pages"
Description
These agda files accompany the paper "What monads can and cannot do with a few extra pages", by Rasmus Møgelberg and Maaike Zwart. In the agda files, claims about existing distributive laws and algebraic combinations of the delay monad with the reader, writer, state, and selection monad are proven.
Files
Files
(71.8 kB)
| Name | Size | Download all |
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md5:66fcf837862f0f0eb7f354964df42993
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16.0 kB | Download |
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md5:7c13c940933b001475a60dfc434be5f4
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16.7 kB | Download |
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md5:efd3acbb81d3f8d18db488cac86477eb
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21.6 kB | Download |
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md5:9517570188edaf837bff93a51162ad7c
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17.5 kB | Download |
Additional details
Related works
- Is supplement to
- Journal: arXiv:2311.15919 (arXiv)
Software
- Repository URL
- https://github.com/maaikezwart/Agda-proofs/tree/main/What%20monads%20can%20and%20cannot%20do
- Programming language
- Agda
- Development Status
- Active