@unpublished{mellies_hal-04399404,
    title = {{The categorical contours of the Chomsky-Sch{\"u}tzenberger representation theorem}},
    author = {Melli{\`e}s, Paul-Andr{\'e} and Zeilberger, Noam},
    url = {https://hal.science/hal-04399404},
    note = {This is a thoroughly revised and expanded version of a paper with a similar title (hal-03702762, arXiv:2212.09060) presented at the 38th Conference on the Mathematical Foundations of Programming Semantics (MFPS 2022). 62 pages, including a 13 page Addendum on ''gCFLs as initial models of gCFGs'', and a table of contents},
    hal_local_reference = {submitted to arXiv on 29 December 2023 but still awaiting moderator approval; will update this entry once the article receives an arXiv identifier.},
    year = {2023},
    month = {dec},
    keywords = {Category theory ; Operads ; Context-free grammars and context-free languages ; Finite-state automata and regular languages ; Tree contour words ; Representation theorem},
    pdf = {https://hal.science/hal-04399404/file/contours.pdf},
    hal_id = {hal-04399404},
    hal_version = {v1},
    date-added = {2024-1-20 9:54:14 +0100}
}

@unpublished{mellies_hal-04399404, title = {{The categorical contours of the Chomsky-Sch{\"u}tzenberger representation theorem}}, author = {Melli{`e}s, Paul-Andr{\'e} and Zeilberger, Noam}, url = {https://hal.science/hal-04399404}, note = {This is a thoroughly revised and expanded version of a paper with a similar title (hal-03702762, arXiv:2212.09060) presented at the 38th Conference on the Mathematical Foundations of Programming Semantics (MFPS 2022). 62 pages, including a 13 page Addendum on ''gCFLs as initial models of gCFGs'', and a table of contents}, hal_local_reference = {submitted to arXiv on 29 December 2023 but still awaiting moderator approval; will update this entry once the article receives an arXiv identifier.}, year = {2023}, month = {dec}, keywords = {Category theory ; Operads ; Context-free grammars and context-free languages ; Finite-state automata and regular languages ; Tree contour words ; Representation theorem}, pdf = {https://hal.science/hal-04399404/file/contours.pdf}, hal_id = {hal-04399404}, hal_version = {v1}, date-added = {2024-1-20 9:54:14 +0100} }

Library Size: 13G (12941 entries), Last Updated: Apr 04, 2026, 18:14:59, Build Time: N/A badge