Layering and Directionality - Metrical Stress in Optimality Theory - Brett Hyde

Layering and Directionality - Metrical Stress in Optimality Theory - Brett Hyde

Establishing Directional Orientations

Layering and Directionality - Metrical Stress in Optimality Theory - Brett Hyde

Brett Hyde [+-]
Washington University in St. Louis
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Brett Hyde is an associate professor in the Philosophy Department at Washington University in St. Louis. He has authored numerous journal articles and book chaptersaddressing key topics in metrical stress theory, including prosodic layering, parsing directionality, the metrical grid, trisyllabic stress windows, nonfinality and extrametricality, and the Iambic-Trochaic Law.

Description

Chapter 2 has two primary aims. The first is to address the formulation of alignment constraints, and the second is to establish the basic predictions of Symmetrical Alignment (McCarthy and Prince 1993) and Iterative Foot Optimization (Pruitt 2010). The chapter begins by examining the properties of alignment constraints under the standard Generalized Alignment (McCarthy and Prince 1993) formulation, considering both the formulation’s advantages and its shortcomings. It then examines the alternative Relation-Specific Alignment (Hyde 2012a) formulation. Relation-Specific Alignment allows alignment constraints to produce their essential directional parsing effects while avoiding the problems encountered under Generalized Alignment. Symmetrical Alignment is the primary example employed in demonstrating that Relation-Specific Alignment retains the ability to produce essential directionality effects. Iterative Foot Optimization is employed as an example to demonstrate the importance of parallel evaluation.Topics include: 2.1 Generalized Alignment; 2.2 Relation-Specific Alignment; 2.3 Symmetrical Alignment; 2.4 Advantages of Relation-Specific Alignment; 2.5 Iterative Foot Optimization; 2.6 Summary

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Citation

Hyde, Brett . Establishing Directional Orientations. Layering and Directionality - Metrical Stress in Optimality Theory. Equinox eBooks Publishing, United Kingdom. p. 38-91 Mar 2016. ISBN 9781845530891. https://www.equinoxpub.com/home/view-chapter/?id=25091. Date accessed: 25 Apr 2024 doi: 10.1558/equinox.25091. Mar 2016

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