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Hint: proof by contradiction. Additional Exercise: consider the symmetric random walk in one-dimension, i.e. the probability for moving one step to the left or to

Hint: proof by contradiction.
Additional Exercise: consider the symmetric random walk in one-dimension, i.e. the probability for moving one step to the left or to the right is equal to 0.5. Show that this is a null recurrent Markov chain

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Hint: proof by contradiction. Additional Exercise: consider the symmetric random walk in one-dimension, i.e. the probability for moving one step to the left or to

Hint: proof by contradiction. Additional Exercise: consider the symmetric random walk in one-dimension, i.e. the probability for moving one step to the left or to the right is equal to 0.5. Show that this is a null recurrent Markov chain

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Hint: proof by contradiction.
Additional Exercise: consider the symmetric random walk in one-dimension, i.e. the probability for moving one step to the left or to the right is equal to 0.5. Show that this is a null recurrent Markov chain