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@ -22,5 +22,6 @@ Pmin=?[ !"one_critical" U (p1=2) {draw1=1 & !"one_critical"}{min} ] |
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//must have already randomly picked a high value for its bi) |
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// to demonstrate this fact we restrict attention to states where these values |
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// are restricted,i.e. where the values of the bi variables are bounded
Pmin=?[ !"one_critical" U (p1=2) {draw1=1 & !"one_critical" & maxb<6}{min} ]
Pmin=?[ !"one_critical" U (p1=2) {draw1=1 & !"one_critical" & maxb<5}{min} ]
Pmin=?[ !"one_critical" U (p1=2) {draw1=1 & !"one_critical" & maxb<4}{min} ]
Pmin=?[ !"one_critical" U (p1=2) {draw1=1 & !"one_critical" & maxb<3}{min} ]
Pmin=?[ !"one_critical" U (p1=2) {draw1=1 & !"one_critical" & maxb<2}{min} ]
Pmin=?[ !"one_critical" U (p1=2) {draw1=1 & !"one_critical" & maxb<1}{min} ] |
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// are restricted,i.e. where the values of the bi variables are bounded |
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const int k; |
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Pmin=?[ !"one_critical" U (p1=2) {draw1=1 & !"one_critical" & maxb<=k}{min} ] |