Julia: Generate normally distributed random number with restricted range












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Question: How can I generate a random number in the interval [0,1] from a Gaussian distribution in Julia?




I gather randn is the way to generate normally distributed random numbers, but the documentation's description of how to specify a range is quite opaque.










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    Question: How can I generate a random number in the interval [0,1] from a Gaussian distribution in Julia?




    I gather randn is the way to generate normally distributed random numbers, but the documentation's description of how to specify a range is quite opaque.










    share|improve this question

























      1












      1








      1









      Question: How can I generate a random number in the interval [0,1] from a Gaussian distribution in Julia?




      I gather randn is the way to generate normally distributed random numbers, but the documentation's description of how to specify a range is quite opaque.










      share|improve this question















      Question: How can I generate a random number in the interval [0,1] from a Gaussian distribution in Julia?




      I gather randn is the way to generate normally distributed random numbers, but the documentation's description of how to specify a range is quite opaque.







      random range julia normal-distribution






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      asked Nov 21 '18 at 3:04









      YlyYly

      435313




      435313
























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          Use the Distributions package. If you don't already have it:



          using Pkg ; Pkg.add("Distributions")


          then:



          using Distributions
          mu = 0 #The mean of the truncated Normal
          sigma = 1 #The standard deviation of the truncated Normal
          lb = 0 #The truncation lower bound
          ub = 1 #The truncation upper bound
          d = Truncated(Normal(mu, sigma), lb, ub) #Construct the distribution type
          x = rand(d, 100) #Simulate 100 obs from the truncated Normal


          or all in one line:



          x = rand(Truncated(Normal(0, 1), 0, 1), 100)





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            1 Answer
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            oldest

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            1 Answer
            1






            active

            oldest

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            active

            oldest

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            active

            oldest

            votes









            6














            Use the Distributions package. If you don't already have it:



            using Pkg ; Pkg.add("Distributions")


            then:



            using Distributions
            mu = 0 #The mean of the truncated Normal
            sigma = 1 #The standard deviation of the truncated Normal
            lb = 0 #The truncation lower bound
            ub = 1 #The truncation upper bound
            d = Truncated(Normal(mu, sigma), lb, ub) #Construct the distribution type
            x = rand(d, 100) #Simulate 100 obs from the truncated Normal


            or all in one line:



            x = rand(Truncated(Normal(0, 1), 0, 1), 100)





            share|improve this answer




























              6














              Use the Distributions package. If you don't already have it:



              using Pkg ; Pkg.add("Distributions")


              then:



              using Distributions
              mu = 0 #The mean of the truncated Normal
              sigma = 1 #The standard deviation of the truncated Normal
              lb = 0 #The truncation lower bound
              ub = 1 #The truncation upper bound
              d = Truncated(Normal(mu, sigma), lb, ub) #Construct the distribution type
              x = rand(d, 100) #Simulate 100 obs from the truncated Normal


              or all in one line:



              x = rand(Truncated(Normal(0, 1), 0, 1), 100)





              share|improve this answer


























                6












                6








                6







                Use the Distributions package. If you don't already have it:



                using Pkg ; Pkg.add("Distributions")


                then:



                using Distributions
                mu = 0 #The mean of the truncated Normal
                sigma = 1 #The standard deviation of the truncated Normal
                lb = 0 #The truncation lower bound
                ub = 1 #The truncation upper bound
                d = Truncated(Normal(mu, sigma), lb, ub) #Construct the distribution type
                x = rand(d, 100) #Simulate 100 obs from the truncated Normal


                or all in one line:



                x = rand(Truncated(Normal(0, 1), 0, 1), 100)





                share|improve this answer













                Use the Distributions package. If you don't already have it:



                using Pkg ; Pkg.add("Distributions")


                then:



                using Distributions
                mu = 0 #The mean of the truncated Normal
                sigma = 1 #The standard deviation of the truncated Normal
                lb = 0 #The truncation lower bound
                ub = 1 #The truncation upper bound
                d = Truncated(Normal(mu, sigma), lb, ub) #Construct the distribution type
                x = rand(d, 100) #Simulate 100 obs from the truncated Normal


                or all in one line:



                x = rand(Truncated(Normal(0, 1), 0, 1), 100)






                share|improve this answer












                share|improve this answer



                share|improve this answer










                answered Nov 21 '18 at 4:06









                Colin T BowersColin T Bowers

                10.3k43765




                10.3k43765
































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