Pausanias Analysis

Connectedness feature reference

Action Profile Entropy

A Shannon-entropy measure of how evenly the focal place's figure relationships are distributed across canonical action categories.

Stored model field: action_profile_entropy

+0.272standardized coefficient
Survivescurrent direction
255observations summarized
Action profilesfeature group

How It Is Calculated

Count distinct figures in each action category, convert the counts to shares, and calculate base-two Shannon entropy. Empty or one-category profiles receive zero.

What a higher value means

The action profile is more varied and more evenly spread across categories.

Important qualification. Entropy combines variety and evenness; two places with the same value can have different action categories.

Current Model Cohort

These descriptive statistics use the current labelled cohort after aliases have been collapsed to one row per MANTO place.

GroupN MinimumQ1 MedianMean Q3Maximum
All labelled places2550.0000.0000.0000.2700.0003.406
Survives2040.0000.0000.0000.2800.0002.928
Does not survive510.0000.0000.0000.2330.0003.406

Examples from the Current Data

Examples are descriptive checks on the calculated feature. Their outcome labels report what Pausanias says; they do not establish that the feature caused survival or abandonment.

Examples with high recorded values

PlaceMANTO ID ValuePausanias reports
🌍 Thebes (Boiotia)82539603.406Does not survive
🌍 Aigina (city)101919872.928Survives
🌍 Argos (city)82288532.775Survives
🌍 Syracuse (Sicily)112957832.753Survives
🌍 Opous (Locris)82539892.522Survives
🌍 Rome (Italy)102669562.333Survives

Examples with low recorded values

PlaceMANTO ID ValuePausanias reports
🌍 Abai (Phocis)102746870.000Survives
🌍 Abia (Messenia)101135050.000Survives
🌍 Acacesion (Arcadia)101261850.000Survives
🌍 Ace (Arcadia)102145170.000Survives
🌍 Acharnai (Attica)101530560.000Survives
🌍 Acriai (Laconia)101494180.000Survives

Interpretation in the Predictive Model

Its current standardized coefficient is +0.272, pointing toward survives. This means that a one-standard-deviation increase changes the fitted log odds in that direction while the other included features are held fixed.

Because the connectedness features are correlated and the model's out-of-fold performance is weak, this is a conditional associationβ€”not a standalone ranking, causal effect, or historical explanation.

Related Features

Data Scope

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