Reliable methods for generating pseudo-random numbers from specific distributions are increasingly important in all branches of applied mathematics. In Monte Carlo studies, generating random variables from specific continuous probability distributions, whether symmetric or asymmetric is a fundamental consideration. A composite uniform U(0,1) generator algorithm is described and statistically tested. Algorithms for transforming the U(0,1) to a set of selected continuous probability distributions are also validated
Generating random variables from specific bounded or unbounded distributions is a problem frequently...
Let U and V be independent random variables with continuous density function on the interval (0, 1)....
Let U and V be independent random variables with continuous density function on the interval (0, 1)....
Reliable methods for generating pseudo-random numbers from specific distributions are increasingly i...
Reliable methods for generating pseudo-random numbers from specific distributions are increasingly i...
Reliable methods for generating pseudo-random numbers from specific distributions are increasingly i...
Generating random variables from a specific distribution, whether symmetric or asymmetric, is a conc...
Generating random variables from a specific distribution, whether symmetric or asymmetric, is a conc...
Generating random variables from a specific distribution, whether symmetric or asymmetric, is a conc...
In order to carry out the simulation, we need a source of random numbers distributed according to th...
In order to carry out the simulation, we need a source of random numbers distributed according to th...
Monte Carlo techniques are often the only practical way to evaluate difficult integrals or to sample...
Monte Carlo techniques are often the only practical way to evaluate difficult integrals or to sample...
Generating random variables from specific bounded or unbounded distributions is a problem frequently...
Generating random variables from specific bounded or unbounded distributions is a problem frequently...
Generating random variables from specific bounded or unbounded distributions is a problem frequently...
Let U and V be independent random variables with continuous density function on the interval (0, 1)....
Let U and V be independent random variables with continuous density function on the interval (0, 1)....
Reliable methods for generating pseudo-random numbers from specific distributions are increasingly i...
Reliable methods for generating pseudo-random numbers from specific distributions are increasingly i...
Reliable methods for generating pseudo-random numbers from specific distributions are increasingly i...
Generating random variables from a specific distribution, whether symmetric or asymmetric, is a conc...
Generating random variables from a specific distribution, whether symmetric or asymmetric, is a conc...
Generating random variables from a specific distribution, whether symmetric or asymmetric, is a conc...
In order to carry out the simulation, we need a source of random numbers distributed according to th...
In order to carry out the simulation, we need a source of random numbers distributed according to th...
Monte Carlo techniques are often the only practical way to evaluate difficult integrals or to sample...
Monte Carlo techniques are often the only practical way to evaluate difficult integrals or to sample...
Generating random variables from specific bounded or unbounded distributions is a problem frequently...
Generating random variables from specific bounded or unbounded distributions is a problem frequently...
Generating random variables from specific bounded or unbounded distributions is a problem frequently...
Let U and V be independent random variables with continuous density function on the interval (0, 1)....
Let U and V be independent random variables with continuous density function on the interval (0, 1)....