The initial state (ground state) S1 "Waiting for packet arrival event" will be left with a probability 0.1 to a state S2 "Validating IP address". The address will be considered correct with a probability 0.4, moving to a state S3 "Processing packet". In the other case (the IP address is considered incorrect), the protocol goes back from S2 to state S1. When in state S3 the processing of the packet is finished and no new pack

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Markov chain

 

The initial state (ground state) S1 "Waiting for packet arrival event" will be left with a
probability 0.1 to a state S2 "Validating IP address". The address will be considered correct
with a probability 0.4, moving to a state S3 "Processing packet". In the other case (the IP
address is considered incorrect), the protocol goes back from S2 to state S1. When in state S3
the processing of the packet is finished and no new packet has arrived in the meantime (this
happens with a probability of 0.7), the process goes back to S1, otherwise to state S2. 

Could you please create a matrix with the transition probabilities and draw the Markov model?

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