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To do this we consider the degree of causal relevance <math>(cr)</math> of an event <math>E_1</math> with respect to an event <math>E_2</math> where:
 
To do this we consider the degree of causal relevance <math>(cr)</math> of an event <math>E_1</math> with respect to an event <math>E_2</math> where:
   −
*<math>E_1</math>= patients with bone degeneration of the temporomandibular joint.
+
*<math>E_1</math >= patients with bone degeneration of the temporomandibular joint.
   −
*<math>E_2</math>= patients reporting orofacial pain.
+
*<math>E_2</math> = patients reporting orofacial pain.
   −
*<math>E_3</math>= patients without bone degeneration of the temporomandibular joint.
+
*<math>E_3</math> = patients without bone degeneration of the temporomandibular joint.
    
We will use the probability conditioned <math>P(A \mid B)</math> that is the probability that the <math>A</math> event occur only after the event <math>B</math> has already occurred.
 
We will use the probability conditioned <math>P(A \mid B)</math> that is the probability that the <math>A</math> event occur only after the event <math>B</math> has already occurred.
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<br />
 
<br />
   −
<center>'''Second Clinical Approach'''
+
<center>===Second Clinical Approach===
(hover over the images)
+
''(hover over the images)''
 
</center>
 
</center>
  
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