Extends the abstract class RandomStreamBase, thus implementing the RandomStream interface indirectly. More...
MRG31k3p () Constructs a new stream, initialized at its beginning. More...name (used when formatting the stream state). More...
incp = true, each call to the RNG (direct or indirect) for this stream will return a uniform random number with more bits of precision than what is returned by nextValue, and will advance the state of the stream by 2 steps instead of 1 (i.e., nextValue will be called twice for each random number). More...
nextDouble n times to fill the array u. More...
nextDouble once to create one integer between i and j. More...
nextInt n times to fill the array u. More...
toString method.
toStringFull method.
Extends the abstract class RandomStreamBase, thus implementing the RandomStream interface indirectly.
The backbone generator is the combined multiple recursive generator (CMRG) MRG31k3p proposed by L’Ecuyer and Touzin [135] , implemented in 32-bit integer arithmetic. This RNG has a period length of \(\rho\approx\) \(2^{185}\). The values of \(V\), \(W\) and \(Z\) are \(2^{62}\), \(2^{72}\) and \(2^{134}\) respectively. (See RandomStream for their definition.) The seed and the state of a stream at any given step are six-dimensional vectors of 32-bit integers. The default initial seed is \((12345, 12345, 12345, 12345, 12345, 12345)\). The method nextValue provides 31 bits of precision.
The difference between the RNG of class MRG32k3a and this one is that this one has all its coefficients of the form \(a = \pm2^q \pm2^r\). This permits a faster implementation than for arbitrary coefficients. On a 32-bit computer, MRG31k3p is about twice as fast as MRG32k3a. On the other hand, the latter does a little better in the spectral test and has been more extensively tested.
Constructs a new stream, initialized at its beginning.
Its seed is \(Z = 2^{134}\) steps away from the previous seed.
◆ MRG31k3p() [2/2]Constructs a new stream with the identifier name (used when formatting the stream state).
Clones the current generator and return its copy.
Implements CloneableRandomStream.
◆ getState()Returns the current state \(C_g\) of this stream.
This is a vector of 6 integers represented. This method is convenient if we want to save the state for subsequent use.
Sets the initial seed for the class MRG31k3p to the six integers of the vector seed[0..5].
This will be the initial state (or seed) of the next created stream. By default, if this method is not called, the first stream is created with the seed \((12345, 12345, 12345, 12345, 12345, 12345)\). If it is called, the first 3 values of the seed must all be less than \(m_1 = 2147483647\), and not all 0; and the last 3 values must all be less than \(m_2 = 2147462579\), and not all 0.
Use of this method is strongly discouraged.
Initializes the stream at the beginning of a stream with the initial seed seed[0..5]. This vector must satisfy the same conditions as in setPackageSeed. This method only affects the specified stream, all the others are not modified, so the beginning of the streams are no longer spaced \(Z\) values apart. For this reason, this method should be used only in very exceptional situations; proper use of reset... and of the stream constructor is preferable.
Returns a string containing the current state of this stream.
Implements RandomStream.
The documentation for this class was generated from the following file:
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