Consider the following labelled transition system. The states s and t are weakly bisimilar. 1. Below there is a proposal of a weak bisimulation proving s z t, but it contains one error. Locate the error by crossing out the pair of states that are not weakly bisimilar. R= {(s, t), (83, t2), (81, t1), (81,t), (s4, tı)} . 2. Let R' be the relation obtained from R after removing the non-weak bisimilar pairs. Is R' the smallest weak bisimulation proving s z t? Justify your answer, and in the negative case underline the pairs that can be removed from R' to obtain the smallest weak bisimulation relation containing (s, t).
Consider the following labelled transition system. The states s and t are weakly bisimilar. 1. Below there is a proposal of a weak bisimulation proving s z t, but it contains one error. Locate the error by crossing out the pair of states that are not weakly bisimilar. R= {(s, t), (83, t2), (81, t1), (81,t), (s4, tı)} . 2. Let R' be the relation obtained from R after removing the non-weak bisimilar pairs. Is R' the smallest weak bisimulation proving s z t? Justify your answer, and in the negative case underline the pairs that can be removed from R' to obtain the smallest weak bisimulation relation containing (s, t).
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
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Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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