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Table 2 The summary of results from (A) the analysis using hemigenome line averages and (B) the MCMCglmm model

From: Investigating the interaction between inter-locus and intra-locus sexual conflict using hemiclonal analysis in Drosophila melanogaster

 

Sex ratio

Estimate

Lower CL

Upper CL

(A) Using line averages

    

 Intersexual genetic correlation for fitness (\({r}_{w,g,mf}\))

Male biased

0.3805

0.2992

0.5283

Equal

0.4027

0.3140

0.5526

Female biased

0.2515

0.1198

0.4502

 Proportion of sexually antagonistic fitness variation

Male biased

0.3097

0.2358

0.3504

Equal

0.2986

0.2237

0.3430

Female biased

0.3742

0.2749

0.4401

 

Pairs of sex ratios

Estimate

Lower CL

Upper CL

 Genetic correlations for female fitness between pairs of sex ratios

Male biased—female biased

0.7688

0.7442

0.8497

Male biased—equal

0.7493

0.7213

0.8368

Female biased—equal

0.8421

0.8403

0.8956

 

Pairs of sex ratios

Estimate

Lower CL

Upper CL

 Genetic correlations for male fitness between pairs of sex ratios

Male biased—female biased

0.5567

0.4997

0.7262

Male biased—equal

0.6995

0.6755

0.8018

Female biased—equal

0.5415

0.4664

0.7417

 

Sex ratio

Estimate

Lower CL

Upper CL

(B) Using MCMCglmm

 Intersexual genetic correlation for fitness (\({r}_{w,g,mf}\))

Male biased

0.5056

0.1418

0.7983

Equal

0.4999

0.1397

0.7787

Female biased

0.4462

0.0059

0.8470

 Female heritability (\({h}_{w,f}^{2}\))

Male biased

0.8702

0.5935

1.1520

Equal

0.9992

0.7337

1.2696

Female biased

0.7385

0.5021

1.0539

 Male heritability (\({h}_{w,m}^{2}\))

Male biased

0.4788

0.2383

0.7303

Equal

0.5762

0.3192

0.8637

Female biased

0.2229

0.0495

0.4080

 

Pairs of sex ratios

Estimate

Lower CL

Upper CL

 Genetic correlations for female fitness between pairs of sex ratios

Male biased—female biased

0.8932

0.6888

0.9996

Male biased—equal

0.8785

0.7477

0.9994

Female biased—equal

0.9536

0.8767

0.9995

 

Pairs of sex ratios

Estimate

Lower CL

Upper CL

 Genetic correlations for male fitness between pairs of sex ratios

Male biased—female biased

0.8932

0.6888

0.9996

Male biased—equal

0.9438

0.8190

1.0000

Female biased—equal

0.9010

0.7025

0.9997

  1. Lower and upper CL represent the limits of 95% confidence intervals