- #1
Loren Booda
- 3,125
- 4
Can one differentiate between truly random systems?
Loren Booda said:I needed to hear that. Maybe someone will add to it.
Loren Booda said:Can one differentiate between truly random systems?
mXSCNT said:Even over a finite set, the uniform distribution isn't always natural. For example one might estimate the probability that there will be rain tomorrow as 1/2 because there are 2 possibilities: rain or no rain. Or are there 3 possibilities--no clouds at all, clouds but no rain, and rain? Using a uniform distribution, that would change the probability of rain to 1/3, without materially changing the situation.
SW VandeCarr discusses this above.ssd said:I know about either random or non random variables. What is true random? Can you give an example of "non true" random variable other than a non random variable?
Loren Booda said:SW VandeCarr discusses this above.
Would anyone like to speculate about quantum generation of random numbers?
ssd said:I know about either random or non random variables. What is true random? Can you give an example of "non true" random variable other than a non random variable?
Randomness is a concept used to describe unpredictable patterns or events that cannot be easily predicted or explained. It is often associated with probability and is a fundamental aspect of many scientific disciplines.
No, there are different types of randomness. Some are completely random, such as radioactive decay, while others are more predictable, such as coin flipping. The level of randomness is determined by the underlying rules and factors that influence the outcome.
In some cases, randomness can be controlled or manipulated to a certain extent. For example, in gambling games, the odds can be adjusted to increase or decrease the level of randomness. However, in natural phenomena, randomness is often inherent and cannot be controlled.
Scientists use various statistical methods and mathematical models to study randomness. This includes measuring the frequency and distribution of random events, and using probability theory to make predictions about future outcomes.
Understanding randomness has many practical applications in fields such as finance, cryptography, and gaming. It can also help in making more informed decisions by taking into account the unpredictable nature of certain events. Additionally, studying randomness can lead to new discoveries and advancements in science and technology.