File:Markov chain.png
Markov_chain.png (288 × 177 pixels, file size: 1 KB, MIME type: image/png)
Captions
Summary
[edit]DescriptionMarkov chain.png |
English: Markov chain, two possible states. The chart shows two different chains (they have different transition matrices). |
Date | |
Source | Own work |
Author | Jakob.scholbach |
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Source code with Mathematica
In[163]:= a=0.8; b=0.5; a2=0.8; b2=0.3; n[x_]:=If[][Equal]0,If[][]>b,0,1],If[][]>a,0,1]] n2[x_]:=If[][Equal]0,If[][]>b2,0,1],If[][]>a2,0,1]]
In[178]:= num=50; co=1000;
In[190]:= li=Table[0,{i,1,num},{j,1,co}]; Do[]1,j =0,{j,1,co}] Do[]i+1,j=n[]i,j],{i,1,num-1},{j,1,co}] Do[]i=Sort[]i],{i,1,num}] li2=Table[0,{i,1,num},{j,1,co}]; Do[]1,j =1,{j,1,co}] Do[]i+1,j=n2[]i,j],{i,1,num-1},{j,1,co}] Do[]i=Sort[]i],{i,1,num}]
In[12]:= <<Graphics`Graphics`
In[44]:= <<Graphics`Animation`
In[155]:= <<Graphics`MultipleListPlot`
In[230]:= MultipleListPlot[][][][[i,
j]],{j,1,co}],{i,1,num}],Table[][]i,j,{j,1,co}],{i,1, num}]},PlotStyle\[Rule]{{Red,Thickness[.01]},{Black,Thickness[.01]}},\
SymbolStyle\[Rule]{Red,Black},PlotRange\[Rule]{{1,num},{-30,co}},
PlotJoined\[Rule]{True,True}];
Licensing
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File history
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Date/Time | Thumbnail | Dimensions | User | Comment | |
---|---|---|---|---|---|
current | 20:56, 5 January 2009 | 288 × 177 (1 KB) | Jakob.scholbach (talk | contribs) | {{Information |Description=same as before, but with different transition matrices |Source= |Date=5 Jan 2009 |Author=~~~~ |Permission= |other_versions= }} source code with Mathematica <nowiki> In[436]:= a=1; b=0.1; a2=.8; b2=.3; n[x_]:=If[x\[Equal] | |
20:49, 5 January 2009 | 288 × 177 (1 KB) | Jakob.scholbach (talk | contribs) | {{Information |Description=same as before, but with different transition matrices |Source= |Date=5 Jan 2009 |Author=~~~~ |Permission= |other_versions= }} source code with Mathematica <nowiki>In[351]:= a=1; b=0.5; a2=.8; b2=.3; n[x_]:=If[x\[Equal]0, | ||
20:20, 5 January 2009 | 393 × 243 (2 KB) | Jakob.scholbach (talk | contribs) | {{Information |Description={{en|1=Markov chain, two possible states. The chart shows two different chains (they have different transition matrices).}} |Source=Own work |Author=Jakob.scholbach |Date=05 January |
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