Difference between revisions of "Aesop's Fables"

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Each fable is analyzed as a graph of interconnected nodes. The list of node types and relation types in the theoretical model are documented here.
 
Each fable is analyzed as a graph of interconnected nodes. The list of node types and relation types in the theoretical model are documented here.
  
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Dramatic cycles are a subpart of a graph that represent a paradox, according to Bill Nichols approach. These cycles correspond to "conflicts". A dramatic cycle is coded as a pair of two paths, the positive path and the negative path.
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Dramatic cycles are subparts of a graph that represent paradoxes, according to Bill Nichols approach. These cycles correspond to "conflicts". A dramatic cycle is coded as a pair of two paths, the positive path and the negative path.
  
  

Revision as of 10:04, 10 July 2015

Analysis of the Aesop's Fables


Objectives

This wiki aims at analyzing Aesop's Fable in order to refine a structural model of narrative for interactive storytelling.


Content

The 20 first Aesop's Fables (V.S. Vernon Jones English translation) have been analyzed.

Each fable is analyzed as a graph of interconnected nodes. The list of node types and relation types in the theoretical model are documented here.

Dramatic cycles are subparts of a graph that represent paradoxes, according to Bill Nichols approach. These cycles correspond to "conflicts". A dramatic cycle is coded as a pair of two paths, the positive path and the negative path.


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