Difference between revisions of "Formula:Krennikov1"

Latest revision as of 16:13, 19 October 2022

P(B=\beta )=\sum _{\alpha }P(A=\alpha )P(B=\beta |A=\alpha )+2\sum _{\alpha _{1}<\alpha _{2}}\cos \theta _{\alpha _{1}\alpha _{2}}{\sqrt {P(A=\alpha _{1})P(B=\beta |A=\alpha _{1})}}P(A=\alpha _{2})P(B=\beta |a=\alpha _{2})

(1)

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 |-
 | width="33%" |&nbsp;
-| width="33%" |<math>P(B=\beta)=\sum_\alpha P(A=\alpha)P(B=\beta|A=\alpha)</math>
+| width="33%" | {{:F:Krennikov1a}}
 | width="33%" align="right" |<math>(1)</math>
 |}