Why not do a transpose for at least two iterations and show the relative probability of passing from any initial point on the first matrix to any chosen concluding point on the matrix produced after the second iteration? Then is the resultant probability of passing from the initial point to the concluding point uniformly distributed? If it can be easily predicted then this Markov Chain is useless for encryption purposes!
Indeed, this Markov chain is meant to represent population systems (animals, chemical species, etc.) and would probably not be well suited to applications such as encryption.
Why not do a transpose for at least two iterations and show the relative probability of passing from any initial point on the first matrix to any chosen concluding point on the matrix produced after the second iteration? Then is the resultant probability of passing from the initial point to the concluding point uniformly distributed? If it can be easily predicted then this Markov Chain is useless for encryption purposes!
Carsonetric 2 years ago
Indeed, this Markov chain is meant to represent population systems (animals, chemical species, etc.) and would probably not be well suited to applications such as encryption.
Arcsecant 2 years ago