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大小无更改 、 2024年6月7日 (星期五)
第925行: 第925行:  
|<ref name="hoel_2013" />
 
|<ref name="hoel_2013" />
 
|-
 
|-
|Suppes度量
+
|Galton度量
 
|<math>
 
|<math>
P(e|c) - P(e|C)
+
P(c)P(C\backslash c)(P(e|c) - P(e|C\backslash c))
 
</math>
 
</math>
 
|<math>
 
|<math>
suff + nec' - 1
+
P(c)P(C\backslash c)(suff + nec - 1)
 
</math>
 
</math>
|<ref>Suppes, P. (1973). A probabilistic theory of causality. ''British Journal for the Philosophy of Science'', ''24''(4).</ref>
+
|<ref>Fitelson, B., & Hitchcock, C. (2011). ''Probabilistic measures of causal strength'' (pp. 600-627). na.</ref>
 
|-
 
|-
|Galton度量
+
|Suppes度量
 
|<math>
 
|<math>
P(c)P(C\backslash c)(P(e|c) - P(e|C\backslash c))
+
P(e|c) - P(e|C)
 
</math>
 
</math>
 
|<math>
 
|<math>
P(c)P(C\backslash c)(suff + nec - 1)
+
suff + nec' - 1
 
</math>
 
</math>
|<ref>Fitelson, B., & Hitchcock, C. (2011). ''Probabilistic measures of causal strength'' (pp. 600-627). na.</ref>
+
|<ref>Suppes, P. (1973). A probabilistic theory of causality. ''British Journal for the Philosophy of Science'', ''24''(4).</ref>
 
|-
 
|-
 
|Eells度量(等同于Judea Pearl的充要概率PNS)
 
|Eells度量(等同于Judea Pearl的充要概率PNS)
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