pseudorandom number

This can be used as a method for generating pseudorandom numbers.

This is accomplished by one or more Pseudorandom number generators.

Since we now use a pseudorandom number generator, the method is slower.

The hand records are usually prepared in advance by a computer program using a pseudorandom number generator.

The latter type are often called pseudorandom number generators.

Dice rolls are provided by random or pseudorandom number generators.

Encoded packets are then produced with the help of a pseudorandom number generator.

The intent is to serve as a cryptographically secure pseudorandom number generator.

Also a key used to initialize a pseudorandom number generator to generate other keys.

An implementation of a cryptographically safe shrinking pseudorandom number generator.

This has sometimes been used to generate pseudorandom numbers in games, and also in software protection schemes.

The C standard library provides the ability to generate pseudorandom numbers through the function .

C++ inherited this functionality with no changes, but C++11 provides a new method for generating pseudorandom numbers.

Very long pseudorandom number sequences can be constructed.

For a seed to be used in a pseudorandom number generator, it does not need to be random.

Full cycles are useful in pseudorandom number generators.

As with other similar online gaming services, Play65 uses a pseudorandom number generator for producing dice rolls.

Determining the cycle length of a pseudorandom number generator is one measure of its strength.

As a general rule, any software program except a Cryptographically secure pseudorandom number generator should be avoided.

This includes probabilistic encryption and cryptographically strong pseudorandom number generation.

The pseudorandom number generator used for this purpose is called the Cherry Picker.

Noise refers to an algorithm that generates a patterned sequence of pseudorandom numbers.

Now we must test every pseudorandom number generator we use, to see if it works for the particular application we have in mind.

The existence of certain strong pseudorandom number generators is conjectured by most experts of the field.

In mathematics, the middle-square method is a method of generating pseudorandom numbers.