burnley blue mcfc
Well-Known Member
we will win the prem this season im 100% certain, we wont win it unbeaten though
SWP's back said:Scooby Blue said:SWP's back said:^^
but it isn't a coin toss so probability doesn't work as with random sequencing.
^^ I don't understand your point.
Are you saying probability works in other aspects of life but is "suspended" when applied to football matches ?
The THEORY of what I am saying is a mathematical fact...the actual answer you will achieve will depend on a series of assumptions about the likelihood of a particular football team winning or drawing a series of matches...where such issues as injuries / form /suspensions ...will affect the actual odds in each match.
e.g. I cannot predict NOW what the odds will be for City not to lose the home game vs Utd...but I was just making the point that plugging in some "reasonable" odds for a series of 27 games...will give you an idea of how difficult it is for a team to remain unbeaten over such a sequence.
i.e. once every 40 years type frequency.
Mate, are you being serious? Your theory is bollocks in practice. Your theory would give the same odds for City, Norwich or Nantwich Town.
Your theory is perfectly reasonable for things such as a coin toss where the outcome is random. A football match is not. Your theory suggests that to continue "not losing" gets tougher as opposed to the real world where by variables such as confidence/opposition quality etc get in the way.
There is nothing wrong with the mechanics of your maths in the above, it is simply the fact that you have tried to attach it to a real world situation that is more complex than your model allows for.
SWP's back said:I'm not in a hole. You are.
muscles said:Is this University Challenge? It is not going to happen. Why debate it.
The betfair market for being undefeated is just a novelty & you cant make much money at the moment...you can only have a tenner on at 24/1,people are just totally unsure about city & dont want to catch a cold...like you said theres people willing to take 29/1-33/1 at this present moment...Scooby Blue said:SWP's back said:Scooby Blue said:^^ I don't understand your point.
Are you saying probability works in other aspects of life but is "suspended" when applied to football matches ?
The THEORY of what I am saying is a mathematical fact...the actual answer you will achieve will depend on a series of assumptions about the likelihood of a particular football team winning or drawing a series of matches...where such issues as injuries / form /suspensions ...will affect the actual odds in each match.
e.g. I cannot predict NOW what the odds will be for City not to lose the home game vs Utd...but I was just making the point that plugging in some "reasonable" odds for a series of 27 games...will give you an idea of how difficult it is for a team to remain unbeaten over such a sequence.
i.e. once every 40 years type frequency.
Mate, are you being serious? Your theory is bollocks in practice. Your theory would give the same odds for City, Norwich or Nantwich Town.
Your theory is perfectly reasonable for things such as a coin toss where the outcome is random. A football match is not. Your theory suggests that to continue "not losing" gets tougher as opposed to the real world where by variables such as confidence/opposition quality etc get in the way.
There is nothing wrong with the mechanics of your maths in the above, it is simply the fact that you have tried to attach it to a real world situation that is more complex than your model allows for.
What on earth are you talking about???
If you are in a hole...stop digging would be my advice.
You are aware there are such things as odds for football matches ???
e.g. for next set of PL fixtures:
City (as league leaders) to remain unbeaten vs Newcastle: 90%
Utd (as Champions) not to lose away at Swansea : 88%
Arsenal (not in top 4) not to lose at Norwich: 80%
(depending on who they are playing)...a bottom 4 team may only be a 50% shot not to lose a particular game...
For such a team even going 3 games unbeaten is a challenge: 0.5 x 0.5 x 0.5.
i.e. 12 % chance.
For a top of the table team (who goes into each game as 90% favourite not to lose) the odds of remaining unbeaten at outset of sequence are 0.9 x 0.9 x 0.9
i.e. 73 % chance.
i.e. a top of the table team is 6x as likely to enjoy a 3 match unbeaten sequence as a bottom of the table team.
So how am I equating City with Norwich ???
The odds of a team like Wigan remaining unbeaten from now until end of season are off the scale.
Betfair is currently quoting a market of 24/1 (to back) 33/1 (to lay) for City to remain unbeaten for rest of season.
My own personal calculation of odds suggests that 24/1 is not great value...but it is tempting if you fancy City to survive away games vs Liverpool + Chelsea...as we will then have played most difficult games away....and betting interest will begin to grow in backing us for unbeaten season.
i.e. I would back us at 24/1 with a view to unwinding bet at tighter odds after Xmas.
york away to this! said:a mate of mine works in the food industry and told me that anchor foods were going to be taken over by Lurpack. went to ladbrooks to put a fiver on but was told that they didn't accept spread betting.....