Optimality Theory in Phonology | UC Berkeley Lecture Linguistics 115

Added:

OT Intro
Core Constraints
Constraint Basics
Tableau One
Elimination
Faithfulness
OT Theory
Epenthesis
Tone Analysis
OCP Ranking

OT Intro

0:07
Playing Section
  • 1

    Introduces handout and course logistics.

  • 2

    States the day's focus on Optimality Theory (OT).

  • 3

    Outlines plan to cover constraints, tableaux, and a tone problem.

Fundamental concepts of phonology, including underlying representations (UR), surface representations (SR), and the concept of phonemes versus allophones.
The basics of traditional rule-based (derivational) phonology to appreciate why constraint-based grammar was developed.
An understanding of basic syllable structure (onsets, nuclei, and codas) and distinctive phonetic features.
Introductory tonal phonology, specifically how pitch, register tones, and autosegmental representations operate in tone languages.
Advanced variations of Optimality Theory, such as Stratal OT, Harmonic Serialism, and Stochastic/Probabilistic OT.
The phenomenon of phonological opacity (such as feeding and bleeding orders) and how OT attempts to resolve it through Sympathy Theory or Candidate Chains.
Computational phonology applications, including constraint-ranking algorithms like the Constraint Demotion Algorithm.
The application of Optimality Theory to prosodic morphology, such as reduplication and infixation analysis.
66.2K views937likes51:17@nicholasrrolle8313Original Release: 2016-11-30

Optimality Theory (OT) is a constraint-based framework in phonology that evaluates competing phonological outputs (candidates) against a ranked set of constraints, where the optimal output is the one that violates the fewest highly-ranked constraints; this approach captures the tension between markedness constraints (which impose specific structural requirements on outputs) and faithfulness constraints (which preserve input-output correspondence), allowing linguists to model complex phonological phenomena like tone spreading and consonant cluster restrictions through systematic tableau evaluation.