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Supporting algorithm 2 (VB).bas
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Supporting algorithm 2 (VB).bas
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Attribute VB_Name = "Module1"
'##############################################################################################
'# John Wiley & Sons, Inc. #
'# #
'# Book: Markov Chains: From Theory To Implementation And Experimentation #
'# Author: Dr. Paul Gagniuc #
'# Data: 01/09/2016 #
'# #
'# Description: #
'# Supporting algorithm 2. A two states Markov Chain simulator based on probability values. #
'# The probability values present inside the transition matrix are directly used for an #
'# automatic generation of the letter combination that make up the representation of the #
'# jars. Thus, the two letter sequences have a calculated proportion of “W” and “B” #
'# letters. The chance of a letter chosen at random from one of the two sequences #
'# is directly dictated by the proportions of “W” and “B” letters. #
'##############################################################################################
Dim Jar(0 To 1) As String
Private Sub main()
Call Fill_Jar(0, 0.2) 'W
Call Fill_Jar(1, 0.6) 'B
draws = 17
a = Draw(0) ' Draws start from jar "W"
z = z & " Jar W[" & a & "],"
For i = 1 To draws
If a = "W" Then
a = Draw(0)
z = z & " Jar W[" & a & "],"
Else
a = Draw(1)
z = z & " Jar B[" & a & "],"
End If
MsgBox z
Next i
End Sub
Function Draw(ByVal S As Variant) As String
Randomize
randomly_choose = Int(Rnd * Len(Jar(S)))
ball = Mid(Jar(S), randomly_choose + 1, 1)
Draw = ball
End Function
Function Fill_Jar(ByVal S As Integer, ByVal p As Variant)
Balls_W = Int(100 * p)
Balls_B = 100 - Balls_W
For i = 1 To Balls_W
Jar(S) = Jar(S) & "W"
Next i
For i = 1 To Balls_B
Jar(S) = Jar(S) & "B"
Next i
End Function