Abstract
Tables are given for the function 1 – (1 – p) N , the probability of at least one success in N independent trials, each with probability of success p, for p = .01(.01).99, N = 1(1)15; and p = .02(.02).38, N = 16(2)104. Several examples of the use of this function are discussed briefly.
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References
1.
Baker
R. A.
Ware
J. R.
Sipowicz
R. R.
Signal detection by multiple monitors . Psychol. Rec , 1962 , 12 , 133 –137 .
2.
Cochran
W. G.
Cox
G. M.
Experimental designs . New York : Wiley , 1957 .
3.
Morgan
B. B.
Alluisi
E. A.
On the inferred independence of paired watchkeepers . Psychon. Sci. , 1965 , 2 , 161 –162 .
4.
National Bureau of Standards.
Tables of the binomial probability distribution . Washington : U. S. Govt Prtg Off. , 1950 . (Appl. Math. Series No. 6)
5.
Romig
H.
50-100 binomial tables . New York : Wiley , 1953 .
6.
Schafer
T. H.
Detection of a signal by several observers . USN Electronics Lab Rep. , 1949 , No. 101 (NE 121301).
7.
Wiener
E. L.
Note: On the probability of detection of a signal by multiple monitors . Psychol. Rec. , 1963 , 13 , 79 –81 .
8.
Wiener
E. L.
The performance of multi-man monitoring teams . Hum. Factors , 1964 , 6 , 179 –184 .
9.
Wiesner
J. B.
York
H. F.
National security and the nuclear-test ban . Sci. American , 1964 , 211 , 1 –8 .
