I think it's time to introduce a new rating system. The old systems were fine but largely irrelevant these days. I mean who cares about lineal belts or P4P anyway?
You'll notice there's some maths which I'm sure will give some of you problems and I don't claim credit for this system. It's more of an attempt to formalize the system we already have so without further ado our new system for ranking boxers;
boxers rank R = **ΣP+1)*(ΣS+1)*(ΣPu^2+1))/(L+1)*(1/ΣO)
To explain;
ΣP (or sigma P) is the sum of the buys for the last three PPVs the boxer in question headlined.
ΣS is the sum of the total Social media followers, Twitter, Facebook etc, that the boxer has.
ΣPu is the sum of the boxers career purses.
L is the total amount of losses.
ΣO is the sum of the rank of the opponents fought also calculated by this formula.
You'll noticed that there's a lot of plus ones in the formula. That's to prevent any zeroes from appearing in the formula. You don't want to be multiplying or dividing by zero afterall. You will also note that this formula does not take into account a boxers skill or talent. This is largely irrelevant.
Now, apart from settling a lot of arguments on this board I think this formula could be adopted by the boxing community at large for negotiating fights. I personally feel that we've got a huge problem with people expecting fighters to be given an even playing field or to be treated fairly when fights are made when they don't even have enough instagram followers and I think this will put an end to that.
For example, who determines the venue? Well you calculate who's boxing rank is the highest and whoever that is gets to decide. Also, any catchweights, boxing glove size, ring size, purse size and other payments, judges, timekeepers, referees, the drug testing regimen should all be decided by the boxer with the highest rank. Furthermore, should a lesser boxer refuse to fight a greater boxer due to disagreements with the conditions placed upon him to make the fight happen we should all denounce it as the duck that it so clearly is.
So what do you guys think? Do you think this is a good idea?
You'll notice there's some maths which I'm sure will give some of you problems and I don't claim credit for this system. It's more of an attempt to formalize the system we already have so without further ado our new system for ranking boxers;
boxers rank R = **ΣP+1)*(ΣS+1)*(ΣPu^2+1))/(L+1)*(1/ΣO)
To explain;
ΣP (or sigma P) is the sum of the buys for the last three PPVs the boxer in question headlined.
ΣS is the sum of the total Social media followers, Twitter, Facebook etc, that the boxer has.
ΣPu is the sum of the boxers career purses.
L is the total amount of losses.
ΣO is the sum of the rank of the opponents fought also calculated by this formula.
You'll noticed that there's a lot of plus ones in the formula. That's to prevent any zeroes from appearing in the formula. You don't want to be multiplying or dividing by zero afterall. You will also note that this formula does not take into account a boxers skill or talent. This is largely irrelevant.
Now, apart from settling a lot of arguments on this board I think this formula could be adopted by the boxing community at large for negotiating fights. I personally feel that we've got a huge problem with people expecting fighters to be given an even playing field or to be treated fairly when fights are made when they don't even have enough instagram followers and I think this will put an end to that.
For example, who determines the venue? Well you calculate who's boxing rank is the highest and whoever that is gets to decide. Also, any catchweights, boxing glove size, ring size, purse size and other payments, judges, timekeepers, referees, the drug testing regimen should all be decided by the boxer with the highest rank. Furthermore, should a lesser boxer refuse to fight a greater boxer due to disagreements with the conditions placed upon him to make the fight happen we should all denounce it as the duck that it so clearly is.
So what do you guys think? Do you think this is a good idea?
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