Monty13
Active Member
A bit more luck on our side?
I think it was a golfer who said, when questioned about luck, who said "You know what, the more I practise, the luckier I get"A bit more luck on our side?
Lee TrevinoI think it was a golfer who said, when questioned about luck, who said "You know what, the more I practise, the luckier I get"
Its a cliche, but you make your own luck, mainly through working hard.
Aha, cheersLee Trevino
I think it was a golfer who said, when questioned about luck, who said "You know what, the more I practise, the luckier I get"
Its a cliche, but you make your own luck, mainly through working hard.
That wouldn't be my definition, nor my interpretation of mathematical theorums associated with probability and luck.Luck is an expression of the deviation from the probabilistic expectation when dealing with a sample size of one.
Oh I agree, I was being tongue and cheek with my original post.That's true Monty, but lucky, often one-off incidents are the ones that grab the attention in football. The difference yesterday was that players didn't switch-off occasionally to gift opportunities to the opposition as in the Reading and Brighton games.
Theres a saying used in the forces and I think it applies here, "Train hard, fight easy"That's true Monty, but lucky, often one-off incidents are the ones that grab the attention in football. The difference yesterday was that players didn't switch-off occasionally to gift opportunities to the opposition as in the Reading and Brighton games.
My point is that luck is a purely sentimental and retrospective response only related to mathematics in as much as it's an expression of reaction to things where you would not expect it to happen based on probabilities. Ultimately, probabilities always allow for unexpected outcomes, it's just a question of how big that probability is as to how lucky or unlucky people consider it to be that the less favoured outcome has come to pass. The bigger the sample size of the given events though, the less likely it is to deviate significantly from the expectation.That wouldn't be my definition, nor my interpretation of mathematical theorums associated with probability and luck.
How can you possibly know the probability of an outcome when your sample size is one? You can only generate probabilistic expectation of something happening in a single event when you have a large sample size to begin with.
Unless the exact same Norwich team are going to play Wigan a lot for us, that's never going to happen. That's the problem with pure statistics in football.
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