Article published In:
Formal Language Theory and its Relevance for Linguistic Analysis
Edited by Diego Gabriel Krivochen
[Evolutionary Linguistic Theory 3:2] 2021
► pp. 129153
References (62)
References
Aksënova, A., Graf, T. & Moradi, S. (2016). Morphotactics as tier-based strictly local dependencies. In M. Elsner & S. Kuebler (eds.), Proceedings of the 14th SIGMORPHON Workshop on Computational Research in Phonetics, Phonology, and Morphology (pp. 121–130). Berlin: Association for Computational Linguistics. DOI logoGoogle Scholar
Anttila, A. (2006). Variation and opacity. Natural Language and Linguistic Theory, 241, 893–944. DOI logoGoogle Scholar
(2009). Derived environment effects in colloquial Helsinki Finnish. In K. Hanson & S. Inkelas (eds.), The nature of the word: essays in honor of Paul Kiparsky (pp. 433–460). Cambridge, MA: MIT Press.Google Scholar
Baković, E. (2007). A revised typology of opaque generalisations. Phonology 241, 217–259. DOI logoGoogle Scholar
Bale, A. & Reiss, C. (2018). Phonology: A formal introduction. Cambridge, MA/London: MIT Press.Google Scholar
Bhaskar, S., Chandlee, J., Jardine, A., & Oakden, C. (2020). Boolean monadic recursive schemes as a logical characterization of the subsequential functions. In A. Leporati, C. Martín-Vide, D. Shapira, & C. Zandron (eds.), Language and automata theory and applications, 14th international conference (pp. 157–169). Berlin/Heidelberg: Springer. DOI logoGoogle Scholar
Burness, P., McMullin, K., & Chandlee, J. (to appear). Long-distance phonological processes as tier-based strictly local functions. to appear in Glossa.
Burzio, L. (2000). Cycles, non-derived-environment blocking, and correspondence. In J. Dekkers, F. van der Leeuw, & J. van de Weijer (eds.), Optimality theory: Phonology, syntax, and acquisition (pp. 47–87). Oxford: Oxford University Press.Google Scholar
Chandlee, J. (2014). Strictly local phonological processes (Doctoral thesis, University of Delaware).
Chandlee, J. & Jardine, A. (2019). Quantifier-free least-fixed point functions for phonology. In P. de Groote, F. Drewes, & G. Penn (eds.), Proceedings of the 16th Meeting on the Mathematics of Language (pp. 50–62). Toronto: Association for Computational Linguistics. DOI logoGoogle Scholar
(2021). Computational universals in linguistic theory: Using recursive programs for phonological analysis. To appear in Language. DOI logoGoogle Scholar
Chandlee, J., Heinz, J. & Jardine, A. (2018). Input strictly local opaque maps. Phonology, 35(2), 171–205. DOI logoGoogle Scholar
Chomsky, N. (1956). Three models for the description of language. IRE Transactions on Information Theory, 2(3), 113–124. DOI logoGoogle Scholar
Chomsky, N. and Halle, M. (1968). The Sound Pattern of English. New York: Harper and Row.Google Scholar
Gainor, B., Lai, R., & Heinz, J. (2012). Computational characterizations of vowel harmony patterns and pathologies. In J. Choi, E. Alan Hogue, J. Punske, D. Tat, J. Schertz, & A. Trueman (eds.), WCCFL 29: Proceedings of the 29th West Coast Conference on Formal Linguistics (pp. 63–71). Somerville, MA: Cascadilla.Google Scholar
Graf, T. (2019). A subregular bound on the complexity of lexical quantifiers. In J. J. Schlöder, D. McHugh, & F. Roelofsen (eds.), Proceedings of the 22nd Amsterdam Colloquium (pp. 455–464). Amsterdam: University of Amsterdam.Google Scholar
Graf, T. & Kostyszyn, K. (2021). Multiple wh-movement is not special: The subregular complexity of persistent features in minimalist grammars. In A. Ettinger, E. Pavlich, & B. Prickett (eds.), Proceedings of the Society for Computation in Linguistics Volume 4 (pp. 275–285). Amherst: MA: University of Massachusetts.Google Scholar
Halle, M. (1978). Formal versus functional considerations in phonology. Bloomington: Indiana University Linguistics Club.Google Scholar
Heinz, J. (2010). Learning long-distance phonotactics. Linguistic Inquiry, 41(4), 623–661. DOI logoGoogle Scholar
(2018). The computational nature of phonological generalizations. In L. Hyman & F. Plank (Eds.), Phonological typology: Phonetics and phonology (pp. 126–195). Berlin: Mouton De Gruyter. DOI logoGoogle Scholar
Heinz, J. & Idsardi, W. (2011). Sentence and word complexity. Science, 333(6040), 295–297. DOI logoGoogle Scholar
(2013). What complexity differences reveal about domains in language. Topics in Cognitive Science, 5(1), 111–131. DOI logoGoogle Scholar
Heinz, J. & Lai, R. (2013). Vowel harmony and subsequentiality. In A. Kornai & M. Kuhlmann (eds.), Proceedings of the 13th Meeting on the Mathematics of Language (pp. 52–63). Sofia, Bulgaria: Association for Computational Linguistics.Google Scholar
Inkelas, S. (2001). Phonotactic blocking through structural immunity. In B. Stiebels & D. Wunderlich (eds.), Lexicon in focus. Studia grammatica 45 (pp. 7–40). Berlin: Akademie Verlag.Google Scholar
(2009). Another look at velar deletion in Turkish, with special attention to the derived environment condition. UC Berkeley PhonLab Annual Report, 51, 387–403.Google Scholar
Inkelas, S. & Orgun, C. O. (1995). Level ordering and economy in the lexical phonology of Turkish. Language, 711, 763–793. DOI logoGoogle Scholar
Inkelas, Sharon. (2011). “Another look at velar deletion in Turkish, with special attention to the derived environment condition.” In Eser Taylan and Bengisu Rona (eds.), Puzzles of Language: Essays in honour of Karl Zimmer. Harrassowitz.Google Scholar
Inkelas, S., Orgun, C. O. & Zoll, C. (1997). Implications of lexical exceptions for the nature of grammar. In I. Roca (ed.), Constraints and derivations in phonology (pp. 393–418). Oxford: Clarendon Press.Google Scholar
Itô, J. & Mester, A. (1996, October). Structural economy and OCP interactions in local domains. Paper presented at the Western Conference on Linguistics, University of California, Santa Cruz.
Iverson, G. K. & D. Wheeler. (1988). Blocking and the elsewhere condition. In M. Hammond & M. Noonan (Eds.), Theoretical morphology (pp. 325–338). San Diego: Academic Press.Google Scholar
Jardine, A. (2016). Computationally, tone is different. Phonology, 33(2), 247–283. DOI logoGoogle Scholar
Ji, J. & Heinz, J. (2020). Input strictly local tree transducers. In A. Leporati, C. Martín-Vide, D. Shapira, & C. Zandron (eds.), Language and automata theory and applications, 14th international conference (pp. 369–381). Berlin/Heidelberg: Springer. DOI logoGoogle Scholar
Kaplan, Ronald and Martin Kay. (1994). Regular models of phonological rule systems. Computational Linguistics 201. 331–78.Google Scholar
Kiparsky, P. (1973). Phonological representations: Abstractness, opacity, and global rules. In O. Fujimura (ed.), Three dimensions of linguistic theory (pp. 57–86). Tokyo: TEC.Google Scholar
(1982). Lexical morphology and phonology. In I.-S. Yang (ed.), Linguistics in the morning calm (pp. 3–91). Seoul: Hanshin.Google Scholar
(1993). Blocking in nonderived environments. In E. M. Kaisse & S. Hargus (eds.), Phonetics and phonology 4: Studies in lexical phonology (pp. 277–313). San Diego: Academic Press. DOI logoGoogle Scholar
(2003). Finnish noun inflection. In D. Nelson & S. Manninen (eds.), Generative approaches to Finnic and Saami linguistics (pp. 109–161). Stanford: CSLI Publications.Google Scholar
Johnson, C. Douglas. (1972). Formal aspects of phonological description. The Hague: Mouton. DOI logoGoogle Scholar
Kula, N. (2008). Derived environment effects: A representation approach. Lingua, 1181, 1328–1342. DOI logoGoogle Scholar
Łubowicz, A. (2002). Derived environment effects in Optimality Theory. Lingua, 1121, 243–280. DOI logoGoogle Scholar
Luo, H. (2017). Long-distance consonant agreement and subsequentiality. Glossa: A Journal of General Linguistics, 2(1), 52. DOI logoGoogle Scholar
Mascaró, J. (1976). Catalan phonology and the phonological cycle (Doctoral thesis, Massachusetts Institute of Technology).
McCarthy, J. J. (2003). Comparative markedness. Theoretical Linguistics, 291, 1–51. DOI logoGoogle Scholar
McCollum, A., Baković, E., Mai, A., & Meinhardt, E. (2020). Unbounded circumambient patterns in segmental phonology. Phonology, 37(2), 215–255. DOI logoGoogle Scholar
Mohri, M. (1997). Finite-state transducers in language and speech processing. Computational Linguistics, 231, 269–311.Google Scholar
Moschovakis, Y. (2019). Abstract recursion and intrinsic complexity, Lecture Notes in Logic, volume 48. Cambridge: Cambridge University Press.Google Scholar
Oakden, C. (2021). Modeling phonological interactions using recursive schemes (Doctoral thesis, Rutgers University).
Odden, D. (2019, March). Radical substance free phonology and feature learning. Paper presented at Phonology Theory Agora, Nice, France.
Payne, A. (2017). All dissimilation is computationally subsequential. Language: Phonological Analysis, 93(4), e353–e371. DOI logoGoogle Scholar
Prince, A. & Smolensky, P. (1993). Optimality theory: Constraint interaction in generative grammar. (ROA 537). Rutgers Optimality Archive.Google Scholar
Prince, A. and Smolensky, P. (2004). Optimality Theory: Constraint Interaction in Generative Grammar. Malden, MA: Blackwell. DOI logoGoogle Scholar
Rasin, E. (2016). A rule-ordering theory of blocking in nonderived environments. In G. O. Hansson, A. Farris-Trimble, K. McMullin, & D. Pulleyblank (eds.), Supplemental Proceedings of the 2015 Annual Meeting on Phonology. Vancouver: Linguistic Society of America. Retrieved from. DOI logoGoogle Scholar
Rasin, E., Shefi, I., & Katzir, R. (2020). A unified approach to several learning challenges in phonology. In M. Asatryan, Y. Song, & A. Whitmal (eds.), Proceedings of NELS 50 Volume 3 (pp. 73–87). Amherst, MA: University of Massachusetts GLSA.Google Scholar
Rogers, J. & Pullum, G. K. (2011). Aural pattern recognition experiments and the subregular hierarchy. Journal of Logic, Language and Information, 201, 329–342. DOI logoGoogle Scholar
Rogers, J., Heinz, J., Fero, M., Hurst, J., Lambert, D., & Wibel, S. (2013). Cognitive and subregular complexity. In G. Morrill & M.-J. Nederhof (eds.), Formal grammar, Lecture notes in computer science, Volume 8036 (pp. 90–108). Berlin/Heidelberg: Springer.Google Scholar
Rubach, J. (1984). Cyclic and lexical phonology: The structure of Polish. Dordrecht: Foris. DOI logoGoogle Scholar
Sezer, E. (1981). The k/Ø alternation in Turkish. In G. Clements (ed.), Harvard studies in phonology (pp. 354–382). Bloomington: Indiana University Linguistics Club.Google Scholar
Smolensky, P. (1993). Harmony, markedness, and phonological activity. Paper presented at Rutgers Optimality Workshop-1, New Brunswick, NJ.
van Oostendorp, M. (2007). Derived environment effects and consistency of exponence. In S. Blaho, P. Bye, & M. Kraemer (eds.), Freedom of Analysis? (pp. 123–148). Berlin: Mouton De Gruyter.Google Scholar
Vu, M. H., Shafiei, N., & Graf, T. (2019). Case assignment in TSL syntax: A case study. In G. Jarosz, M. Nelson, B. O’Connor, & J. Pater (eds.), Proceedings of the Society for Computation in Linguistics Volume 2 (pp. 267–276). Amherst: MA: University of Massachusetts.Google Scholar
Wolf, M. (2008). Optimal interleaving: Serial phonology-morphology interaction in a constraint-based model (Doctoral thesis, University of Massachusetts).
Zimmer, K. & Abbott, B. (1978). The k/Ø alternation in Turkish: some experimental evidence for its productivity. Journal of Psycholinguistic Research, 71, 35–46. DOI logoGoogle Scholar