The probability of being in vs we have derived the closed formula

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the probability of being in is the most popular phrase on the web. 

we have derived the closed formula

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  • in
  • 588) as a vehicle for analyzing transient response data, ...
  • The probability
  • The probability
  • of
  • response function (PBRF), proposed by Temkin (1978 , Biometrics 34,. 571
  • being
  • Letting Pj(t) denote the probability of being in State j at time t, we have. The probability of the system still being in State 0 at time t1 is just the complement of this, ...

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