###### Related Questions

- How were we able to navigate from the Earth to the Moon with such precision?
- Why is speed at sea measured in knots?
- How did people in the olden days create software without any programming software?
- Can we use artificial intelligence to generate new ideas?
- When will AI be smart enough to outsmart people?
- How do computers perform complex mathematical operations?
- How can I tell if a certain tree is big enough to support a 30-foot zip line?
- Is chaos an actual state, or just a name for rules we haven’t discovered yet?
- Does the outside edge of a ceiling fan blade move faster than the inside edge?
- Is computer software always a step ahead of hardware?

### Can a computer generate a truly random number?

It depends what you mean by random…

*By Jason M. Rubin*

“One thing that traditional computer systems aren’t good at is coin flipping,” says Steve Ward, Professor of Computer Science and Engineering at MIT’s Computer Science and Artificial Intelligence Laboratory. “They’re deterministic, which means that if you ask the same question you’ll get the same answer every time. In fact, such machines are specifically and carefully programmed to *eliminate* randomness in results. They do this by following rules and relying on algorithms when they compute.”

You can program a machine to generate what can be called “random” numbers, but the machine is always at the mercy of its programming. “On a completely deterministic machine you can’t generate anything you could really call a random sequence of numbers,” says Ward, “because the machine is following the same algorithm to generate them. Typically, that means it starts with a common ‘seed’ number and then follows a pattern.” The results may be sufficiently complex to make the pattern difficult to identify, but because it is ruled by a carefully defined and consistently repeated algorithm, the numbers it produces are not truly random. “They are what we call ‘pseudo-random’ numbers,” Ward says.

For most applications, a pseudo-random number is sufficient, he adds. “For example, if you want to do a random sampling of a large set of data, you’ll need numbers to feed into the program so that the samples are more or less evenly distributed. Using pseudo-random numbers is perfectly acceptable in this case because there’s no quantitative advantage in the degree of randomness.” Similarly, a CD player in “random” mode is probably really playing in pseudo-random mode, with a pattern that is discernible if you listen carefully enough.

Not all randomness is pseudo, however, says Ward. There are ways that machines can generate truly random numbers. And the importance of true randomness is not to be underestimated, he adds. “If you go to an online poker site, for example, and you know the algorithm and seed, you can write a program that will predict the cards that are going to be dealt.” Truly random numbers make such reverse engineering impossible, he adds. There are devices that generate numbers that claim to be truly random. They rely on unpredictable processes like thermal or atmospheric noise rather than human-defined patterns. The results might still be slightly biased towards higher numbers or even numbers, but they’re not generated by a deterministic algorithm.

*Thanks to Akash Jain, 17, from London, England, for this question.*

Posted: November 1, 2011