TY - CHAP
T1 - Caesurae, Cola, and Discourse Acts
T2 - A Functional Discourse Grammar Approach to Homeric Colometry
AU - Allan, RJ
PY - 2025
Y1 - 2025
N2 - One of the most influential colometric models of the Homeric hexameter is that of Hermann Fränkel (1926). Fränkel’s model revolves around the idea that each hexameter is divided into four cola, separated from one another by three caesurae that were audible in performance as intonational boundaries, and that were, at the same time, sense boundaries (“Sinnesfuge”). A shortcoming of Fränkel’s intuitively attractive approach is that it does not formulate explicit linguistic criteria that can be used to determine caesura positions. I argue that a Functional Discourse Grammar approach is able to provide these missing linguistic criteria, by treating caesurae as discourse-pragmatic boundaries. With this approach, most caesurae can be analyzed as boundaries between extra-clausal constituents (expressing Subsidiary Discourse Acts, such as Themes, Settings, Elaborations, and vocatives) and their host clause (Nuclear Discourse Act). I also postulate the existence of cola with the pragmatic function of Left-dislocated Focus. A discourse-pragmatic approach along these lines by and large confirms Fränkel’s central claim: the vast majority of the hexameters can indeed be divided into four cola. However, such an approach also provides evidence for a more flexible view, usually associated with Kirk’s approach to colometry, that not all word divisions at regular caesura positions are sense boundaries, resulting in two or three-colon lines. These exceptional cases, however, are less frequent than Kirk claims.
AB - One of the most influential colometric models of the Homeric hexameter is that of Hermann Fränkel (1926). Fränkel’s model revolves around the idea that each hexameter is divided into four cola, separated from one another by three caesurae that were audible in performance as intonational boundaries, and that were, at the same time, sense boundaries (“Sinnesfuge”). A shortcoming of Fränkel’s intuitively attractive approach is that it does not formulate explicit linguistic criteria that can be used to determine caesura positions. I argue that a Functional Discourse Grammar approach is able to provide these missing linguistic criteria, by treating caesurae as discourse-pragmatic boundaries. With this approach, most caesurae can be analyzed as boundaries between extra-clausal constituents (expressing Subsidiary Discourse Acts, such as Themes, Settings, Elaborations, and vocatives) and their host clause (Nuclear Discourse Act). I also postulate the existence of cola with the pragmatic function of Left-dislocated Focus. A discourse-pragmatic approach along these lines by and large confirms Fränkel’s central claim: the vast majority of the hexameters can indeed be divided into four cola. However, such an approach also provides evidence for a more flexible view, usually associated with Kirk’s approach to colometry, that not all word divisions at regular caesura positions are sense boundaries, resulting in two or three-colon lines. These exceptional cases, however, are less frequent than Kirk claims.
KW - Homer, caesura, colometry, intonation unit, Functional Discourse Grammar
UR - https://www.degruyterbrill.com/document/doi/10.1515/9783111648644/html
M3 - Chapter
SN - 9783111633619
VL - 5
T3 - Trends in Classics – Greek and Latin Linguistics
SP - 609
EP - 625
BT - Advances in Ancient Greek Linguistics
A2 - de la Villa, Jesús
A2 - Striano, Araceli
A2 - Verano, Rodrigo
PB - De Gruyter
CY - Berlin/Munich/Boston
ER -