Richard
Cricket Web Staff Member
Well lots of people did but I was not one of them.Could you say he was one of the world's best bowlers?
Well lots of people did but I was not one of them.Could you say he was one of the world's best bowlers?
Are those situations common? No. Are these rankings perfect? No. Seriously, it's virtually impossible to create perfect rankings. Anyone sensible knows the limitations.Richard said:Does it take account if the bowler has lost his father the day before and is making an effort to "take one for the team"?
Or if the bowler has a broken finger?
?Did someone delete a post?
Crap, my bad. Let me explain ...Well...
You said "you != Richard". Which I'd interpret as "you are not Richard"; ie, "this post I've just edited was aimed at someone other than Richard".
And I then asked for clarification - you have, to date, not been forthcoming.
Just pointing out that my statement wasn't directed specficially at you ...The rankings are simply a guide. If you don't have the control to prevent yourself from strictly obeying them, that's your problem (and not the rankings'). Just ignore them.
EDIT: you != Richard
So everything is useless unless its perfect.So IMO you'd do better not to try and create rankings at all.
Are those situations common? No. Are these rankings perfect? No. Seriously, it's virtually impossible to create perfect rankings. Anyone sensible knows the limitations.
Is it possible to create perfect first-chance averages, Richard?So IMO you'd do better not to try and create rankings at all.
Dear God! Do you know the ramifications of that post?!Is it possible to create perfect first-chance averages, Richard?
who is david kendix and how can i get his email.Email David Kendix and ask him.
Having such a ridiculously complex formula that has been devised by one of The World's top mathematicians is absurd IMO.
Aha... I gets it, I does.Crap, my bad. Let me explain ...
Just pointing out that my statement wasn't directed specficially at you ...
IMO the flaws in the first-chance scheme are far less in number than those in the LG-I$C$C Ranking scheme.Is it possible to create perfect first-chance averages, Richard?
No, not at all, just that that scheme is so poor we'd be better of without than with IMO.So everything is useless unless its perfect.
Don't have a clue how you could get his email, but he's the top mathematician who designed the fomulae for all I$C$C rankings (teams and players), and probably the only one to completely understand them.who is david kendix and how can i get his email.
So the answer to my question is "no".IMO the flaws in the first-chance scheme are far less in number than those in the LG-I$C$C Ranking scheme.