ONT Re: Sequential Interactions Generating Hypotheses
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SIGH. Note 12
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Family Interaction Datasets as Two-Level Formal Languages (cont.)
Here is a suggestion of how the literal levels of the
two family interaction datasets look when presented
as free order finite state transition trees.
Dataset 1
@--[1_12_3]--[3_62_3]--[3_32_3]--[1_62_2]--[3_32_3]--[1_62_2]--[3_13_2]
| |
| `-----[3_12_3]
|
`--[3_11_2]--[1_12_2]--[3_12_3]--[1_12_2]--[......]--[3_12_3]--[1_12_2]--[1_62_2]
|
`--[1_12_2]--[3_12_3]--[1_32_3]--[3_51_3]--[......]--[1_12_3]--[3_12_3]--[1_12_2]
|
`--[1_62_2]--[3_12_3]--[1_12_2]--[3_13_4]--[......]--[1_01_3]--[1_12_3]--[3_12_3]
|
`--[3_12_3]--[1_12_3]--[3_42_3]--[3_32_3]--[1_01_3]--[1_42_3]--[3_01_3]
|
`--[3_11_3]--[1_12_3]--[3_12_2]--[1_12_2]--[3_12_3]--[1_12_2]
Dataset 2
@--[1_62_2]--[1_12_3]--[2_12_3]--[1_12_3]--[2_12_3]--[1_12_2]--[2_12_2]--[1_12_2]
| |
| `-----[1_12_2]--[1_12_1]--[2_32_3]--[......]--[2_12_3]--[2_01_3]--[1_62_2]
| |
| `-----[2_12_2]--[1_12_2]--[2_32_3]--[......]--[1_62_3]--[2_12_3]--[1_12_2]
| |
| `-----[2_13_4]--[1_12_3]--[2_12_3]--[......]--[1_12_3]--[2_12_3]--[1_62_3]
|
`--[1_42_3]--[2_12_2]--[2_01_3]--[1_12_3]--[......]--[2_12_3]--[2_32_3]--[1_01_3]
|
`--[1_12_2]--[2_12_3]--[1_62_2]--[2_12_3]--[......]--[1_13_4]--[1_62_3]--[2_12_3]
|
`-----[2_62_2]--[1_12_2]--[2_12_3]--[......]--[1_01_3]--[2_12_3]--[1_62_2]
Jon Awbrey
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