NE Groundfish Survey S2021

Five strings of 10 trawls


5 strings of 10 trawls with ESD tabled

Chi Square of ESD in 5 sequential strings of 10 trawls

Strings R O Y G B all 50
k ESD 13 8 8 7 6 42
non-ESD 912 126 289 590 400 2317
n lobsters 925 134 297 597 406 2359
  • Chi Square with 4 df
  • Sum ((O-E)^2)/E
  • E = {42/2359; 2317/2359} = {0.01780415; 0.9821958}
    1. ER = {16.46884; 908.5312}
    2. EO = {2.385757; 131.6142}
    3. EY = {5.287834; 291.7122}
    4. EG = {10.62908; 586.3709}
    5. EB = {7.228487; 398.7715}
> O = t(matrix(OB,5,2))
> O
     [,1] [,2] [,3] [,4] [,5]
[1,]   13    8    8    7    6
[2,]  912  126  289  590  400
> E
          [,1]       [,2]       [,3]      [,4]       [,5]
[1,]  16.46884   2.385757   5.287834  10.62908   7.228487
[2,] 908.53120 131.614200 291.712200 586.37090 398.771500
> sum(((O-E)^2)/E)
 [1] 17.0854
> ChiSq=sum(((O-E)^2)/E)
               Probability less than the critical value
 ν           0.90      0.95     0.975      0.99     0.999
--          -----     -----    ------     -----    ------
 1          2.706     3.841     5.024     6.635    10.828
 2          4.605     5.991     7.378     9.210    13.816
 3          6.251     7.815     9.348    11.345    16.266
 4          7.779     9.488    11.143    13.277  * 18.467
 5          9.236    11.070    12.833    15.086    20.515

Therefore, P[ESD is distributed evenly in the NE Groundfish Survey GoM territory] < 1%
... GoM ESD is clustered and could be classified as Epizootic.