Thursday 13 June 2019

Solution of one problem 23 from USE in Informatics 2019

Original task


Solution

System below is equivalent to original one.
The previous system is supposed to make convertion itself
a real headaches generator

(x1=>x2)^(y2=>y1)^(x1 v y1)=1
(x2=>x3)^(y3=>y2)^(x2 v y2)=1
(x3=>x4)^(y4=>y3)^(x3 v y3)=1
(x4=>x5)^(y5=>y4)^(x4 v y4)=1
(x5=>x6)^(y6=>y5)^(x5 v y5)=1
x6 v y6=1


Proceed with building fork diagram with transition pair (x2,y2) &&  forking matrix


   Passing Polyakov's Control
  

  

   

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