Table 1.

Variation in the NP/Ne ratio as a function of the male:female sex ratio in populations that are otherwise ideal. Values in the table show total numbers of males and females, M:F sex ratio, expected numbers of each sex that produce at least one offspring (Male NP, Female NP), effective population size (Ne), and the overall NP/Ne ratio across both sexes. Expected NP was calculated using the dbinom function in R to predict the number of null parents, and Ne was calculated using Wright’s formula Ne = 4*Males*Females/(Males + Females). As the sex ratio becomes more female biased, female Np increases almost linearly with the number of females, whereas overall Ne is increasingly constrained by the asymptotic value of Ne = 4*Males. As a consequence, the ratio Np/Ne more than doubles when sex ratio changes from 1:1 to 1:10

MalesFemalesSex ratioMale NPFemale NPN  PN  eN  P/Ne
50501:143.443.486.7100.00.87
501001:247.677.9125.4133.30.94
501501:349.1110.6159.8150.01.07
502001:449.7142.9192.6160.01.20
502501:549.9174.9224.8166.71.35
503001:650.0206.8256.7171.41.50
503501:750.0238.6288.5175.01.65
504001:850.0270.3320.3177.81.80
504501:950.0302.0352.0180.01.96
505001:1050.0333.7383.7181.82.11
MalesFemalesSex ratioMale NPFemale NPN  PN  eN  P/Ne
50501:143.443.486.7100.00.87
501001:247.677.9125.4133.30.94
501501:349.1110.6159.8150.01.07
502001:449.7142.9192.6160.01.20
502501:549.9174.9224.8166.71.35
503001:650.0206.8256.7171.41.50
503501:750.0238.6288.5175.01.65
504001:850.0270.3320.3177.81.80
504501:950.0302.0352.0180.01.96
505001:1050.0333.7383.7181.82.11
Table 1.

Variation in the NP/Ne ratio as a function of the male:female sex ratio in populations that are otherwise ideal. Values in the table show total numbers of males and females, M:F sex ratio, expected numbers of each sex that produce at least one offspring (Male NP, Female NP), effective population size (Ne), and the overall NP/Ne ratio across both sexes. Expected NP was calculated using the dbinom function in R to predict the number of null parents, and Ne was calculated using Wright’s formula Ne = 4*Males*Females/(Males + Females). As the sex ratio becomes more female biased, female Np increases almost linearly with the number of females, whereas overall Ne is increasingly constrained by the asymptotic value of Ne = 4*Males. As a consequence, the ratio Np/Ne more than doubles when sex ratio changes from 1:1 to 1:10

MalesFemalesSex ratioMale NPFemale NPN  PN  eN  P/Ne
50501:143.443.486.7100.00.87
501001:247.677.9125.4133.30.94
501501:349.1110.6159.8150.01.07
502001:449.7142.9192.6160.01.20
502501:549.9174.9224.8166.71.35
503001:650.0206.8256.7171.41.50
503501:750.0238.6288.5175.01.65
504001:850.0270.3320.3177.81.80
504501:950.0302.0352.0180.01.96
505001:1050.0333.7383.7181.82.11
MalesFemalesSex ratioMale NPFemale NPN  PN  eN  P/Ne
50501:143.443.486.7100.00.87
501001:247.677.9125.4133.30.94
501501:349.1110.6159.8150.01.07
502001:449.7142.9192.6160.01.20
502501:549.9174.9224.8166.71.35
503001:650.0206.8256.7171.41.50
503501:750.0238.6288.5175.01.65
504001:850.0270.3320.3177.81.80
504501:950.0302.0352.0180.01.96
505001:1050.0333.7383.7181.82.11
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