Coin flip: Difference between revisions
no edit summary
Altilunium (talk | contribs) No edit summary |
Altilunium (talk | contribs) No edit summary |
||
Line 1:
A coin flip -- the act of spinning a coin into the air with your thumb and then catching it in your hand -- is often considered the epitome of a chance event. It features as a ubiquitous example in textbooks on probability theory and statistics, and constituted a game of chance ('capita aut navia' -- 'heads of ships') already in Roman times.
== Diaconis model ==
{{Cquote|A coin flip should land on the same side as it started with a probability of approximately 51%.}}
According to the standard model of coin flipping, the flip is a deterministic process. The perceived randomness originates from small fluctuations in the initial conditions -- regarding starting position, configuration, upward force, and angular momentum -- combined with narrow boundaries on the outcome space. Therefore, the standard model predicts that when people flip a fair coin, the probability of it landing heads is 50%.
|