The-Power wrote:AdagioPace wrote:The-Power wrote:If you want to argue probability: the individual probability of Lonzo being a bust doesn't increase if the other players picked in the top five aren't busts.
technically they are independent events
but given that the probability of all 5 being all-stars is close to 0, I feel like he's the most likely to be the underwhelming prospect
I'm sort of making a prediction beforehand with hindsight so the starting conditions are not equal (It's like I know already that the other 4 will be better).As a consequence he's the most likely candidate for that "bust spot" which has almost 100% chance to happen
If every top 5 player has, say, a 10% of becoming an All-Star in any draft then Ball's odds are still at 10% irrespective of what happens to the other players. Ultimately – given the low individual odds – it's extremely unlikely that all players turn into All-Stars, yes, but Ball's individual chances do not change one bit. Generally, the reasoning regarding a certain individual based on aggregate probability is very evidently flawed – that's just not how probability theory works.
In other words: assuming that all other four players pan out (we have to assume that as an antecedent condition in your scenario), the chances that Ball will pan out as well are just as high as the chances he won't pan out if they were 50/50 at the beginning. If they are 10% at the beginning, they are still 10% at the end no matter what happens to the others.
The aggregate percentage (= end result) can be used to approximate starting chances for each individual at the start. However, aggregate percentage does not change the own individual odds depending on how other individuals did before or do simultaneously or later. Not at all.
yeah, let's say mine is more a mix of probability, common sense, messy reasoning, gut feeling, qualitative assessment (he's less athletical,wierd shooting and 0 defense)
Frankly,I should have not used the word "probability", that assumes as you say, that Lonzo will develop indipendently from the other 4 regardless of the individual and/or aggregate probability
Let's suppose you don't know what's the individual chance for each to develop as an all-star but you know that the other four will became all-stars (somebody from the future called you and gave you this information) and you know,empirically,that Lonzo is less athletical and has a weird shooting form.
Would you put faith in Lonzo? Would you assign to Lonzo the same probability?
your mathematical self would say ("yeah,there's still chance")
while
your "gut-feeling" self would say (mmmm)
It's my fault,I shouldn't have used the term probabilty. To tell you the truth,mine was only really a weak attempt to reconcile his "weak physical tools" and the "good performances of the other 4" to predict that he will be the underwhelming one.
While the first could be a legit limitation to his chances, the second,as you say,appears not to be influent (although my gut feeling would disagree and I would bet against Lonzo If I knew whether the other 4 pan out or not). But that's just a personal drive,nothing objective
