A significant other to the Latin Language offers a suite of unique essays from foreign students that tune the advance and use of the Latin language from its origins to its modern-day usage.
• Brings jointly contributions from the world over popular classicists, linguists and Latin language specialists
• bargains, in one quantity, an in depth account of alternative literary registers of the Latin language
• Explores the social and political contexts of Latin
• contains new bills of the Latin language in mild of contemporary linguistic theory
• Supplemented with illustrations overlaying the advance of the Latin alphabet

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Additional resources for A Companion to the Latin Language (Blackwell Companions to the Ancient World, Volume 132)

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For example, what is traditionally termed ‘deletion’ can be regarded as a case in which an input element lacks a correspondent in the output. Likewise, ‘insertion’ can be regarded as a case in which an output element lacks a 27 correspondent in the input, and ‘feature changing’ a case in which a corresponding pair of elements in the input and output are not identical. Beyond markedness and faithfulness constraints, alignment constraints demand that the edges of certain constituents — for example, prosodic constituents or morphological constituents — be aligned with one another.

4) (d) (a) /INPUT/ ! 4a) from highest ranking at the left to lowest ranking at the right. 4b). 4c). ’ symbol pointing to it. 4e). 4f); if a candidate fully satisfies a constraint, no numeral is entered. 4): for ‘W’, the number of violations incurred by the winner is less than the number incurred by the loser; for ‘L’ the number is greater, and for blank, the number is equal). Most importantly, the distribution of W’s and L’s in a comparative tableau highlight the relevance possessed by individual losing candidates, for the ranking of various constraints.

In OT, it is usually assumed that all languages employ the same, universal constraint set and that only the individual rankings of each constraint are language specific. In addition, it is assumed that the grammar ought to be able to select a unique output for any given input. This would entail for example that the grammar of Kayardild contains constraints relating to clicks, tones and ejective stops, and can generate an output, even when presented with an input as exotic as /t’a$/. Recently, arguments have been mounted against this position, to the effect that constraints can be learned and thus need not be provided in advance by an innate universal grammar (Hume & Tserdanelis 26 2002; Blevins 2004; Pulleybank 2006; Mielke 2008).

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