Drawing values from normal distribution to be used in Monte Carlo Simulation












0















I have defined a function, where the output is produced by a Monte Carlo Simulation.
When I make the call y(p,m,n,d), the output always stays the same "n" --> y = n



What am I doing wrong?



k = [0, 100]

for i in k:
p = np.random.normal(40,3,i)
m = np.random.normal(35,1,i)
n = np.random.normal(50,4,i)
d = np.random.normal(27,2.5,i)


def fct(p,m,n,d):
global u1
global u2
if np.any( n > 0):
return n
u1, u2 = np.asarray[np.log(0.6*n)], np.asarray[(math.e**d)**0.5]
if np.any(u1 != 0):
return u1
if np.any(u2 != 0):
return u2
if np.any( p > 0):
return p
G = np.log(p**2) + np.asarray(6*[math.e**(-m)]/u1) + 3/u2
return G

y = fct(p,m,n,d)









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    0















    I have defined a function, where the output is produced by a Monte Carlo Simulation.
    When I make the call y(p,m,n,d), the output always stays the same "n" --> y = n



    What am I doing wrong?



    k = [0, 100]

    for i in k:
    p = np.random.normal(40,3,i)
    m = np.random.normal(35,1,i)
    n = np.random.normal(50,4,i)
    d = np.random.normal(27,2.5,i)


    def fct(p,m,n,d):
    global u1
    global u2
    if np.any( n > 0):
    return n
    u1, u2 = np.asarray[np.log(0.6*n)], np.asarray[(math.e**d)**0.5]
    if np.any(u1 != 0):
    return u1
    if np.any(u2 != 0):
    return u2
    if np.any( p > 0):
    return p
    G = np.log(p**2) + np.asarray(6*[math.e**(-m)]/u1) + 3/u2
    return G

    y = fct(p,m,n,d)









    share|improve this question



























      0












      0








      0








      I have defined a function, where the output is produced by a Monte Carlo Simulation.
      When I make the call y(p,m,n,d), the output always stays the same "n" --> y = n



      What am I doing wrong?



      k = [0, 100]

      for i in k:
      p = np.random.normal(40,3,i)
      m = np.random.normal(35,1,i)
      n = np.random.normal(50,4,i)
      d = np.random.normal(27,2.5,i)


      def fct(p,m,n,d):
      global u1
      global u2
      if np.any( n > 0):
      return n
      u1, u2 = np.asarray[np.log(0.6*n)], np.asarray[(math.e**d)**0.5]
      if np.any(u1 != 0):
      return u1
      if np.any(u2 != 0):
      return u2
      if np.any( p > 0):
      return p
      G = np.log(p**2) + np.asarray(6*[math.e**(-m)]/u1) + 3/u2
      return G

      y = fct(p,m,n,d)









      share|improve this question
















      I have defined a function, where the output is produced by a Monte Carlo Simulation.
      When I make the call y(p,m,n,d), the output always stays the same "n" --> y = n



      What am I doing wrong?



      k = [0, 100]

      for i in k:
      p = np.random.normal(40,3,i)
      m = np.random.normal(35,1,i)
      n = np.random.normal(50,4,i)
      d = np.random.normal(27,2.5,i)


      def fct(p,m,n,d):
      global u1
      global u2
      if np.any( n > 0):
      return n
      u1, u2 = np.asarray[np.log(0.6*n)], np.asarray[(math.e**d)**0.5]
      if np.any(u1 != 0):
      return u1
      if np.any(u2 != 0):
      return u2
      if np.any( p > 0):
      return p
      G = np.log(p**2) + np.asarray(6*[math.e**(-m)]/u1) + 3/u2
      return G

      y = fct(p,m,n,d)






      python function numpy gaussian montecarlo






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      edited Nov 20 '18 at 11:56









      Nils Gudat

      2,15511434




      2,15511434










      asked Nov 20 '18 at 10:34









      PlopPlop

      104




      104
























          1 Answer
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          You are always hitting this case:



           if np.any( n > 0):
          return n


          This is happening because of the way you define n:



          n = np.random.normal(50,4,i)


          The mean is at 50 and the standard deviation is 4. So, you have a range between 46 and 54 which will contain only positive values.






          share|improve this answer

























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            1 Answer
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            active

            oldest

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            1 Answer
            1






            active

            oldest

            votes









            active

            oldest

            votes






            active

            oldest

            votes









            0














            You are always hitting this case:



             if np.any( n > 0):
            return n


            This is happening because of the way you define n:



            n = np.random.normal(50,4,i)


            The mean is at 50 and the standard deviation is 4. So, you have a range between 46 and 54 which will contain only positive values.






            share|improve this answer






























              0














              You are always hitting this case:



               if np.any( n > 0):
              return n


              This is happening because of the way you define n:



              n = np.random.normal(50,4,i)


              The mean is at 50 and the standard deviation is 4. So, you have a range between 46 and 54 which will contain only positive values.






              share|improve this answer




























                0












                0








                0







                You are always hitting this case:



                 if np.any( n > 0):
                return n


                This is happening because of the way you define n:



                n = np.random.normal(50,4,i)


                The mean is at 50 and the standard deviation is 4. So, you have a range between 46 and 54 which will contain only positive values.






                share|improve this answer















                You are always hitting this case:



                 if np.any( n > 0):
                return n


                This is happening because of the way you define n:



                n = np.random.normal(50,4,i)


                The mean is at 50 and the standard deviation is 4. So, you have a range between 46 and 54 which will contain only positive values.







                share|improve this answer














                share|improve this answer



                share|improve this answer








                edited Nov 20 '18 at 10:57

























                answered Nov 20 '18 at 10:41









                Konstantin GrigorovKonstantin Grigorov

                1068




                1068
































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