Could you justify the anticorrelation that I get between ##H_0## and ##\omega_{BD}## (actually ##\log10(\omega_{BD}##) ?
If we take the relation :
##\Omega_{B D}=\frac{\omega_{B D}}{6}\left(\frac{F_0}{H_0}\right)^2-\frac{F_0}{H_0} ##, then I can express ##H_0## as a function of...