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Exercise 1: Write out the values of logical clocks p1p1 p1p1 p1p1
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Exercise 2: Write out the values of vector clocks p1p1 p2p2 p3p3 VC[1] = VC[2] = VC[3] = VC[1] = VC[2] = VC[3] = VC[1] = VC[2] = VC[3] = VC[1] = VC[2] = VC[3] = VC[1] = VC[2] = VC[3] = VC[1] = VC[2] = VC[3] = VC[1] = VC[2] = VC[3] = VC[1] = VC[2] = VC[3] = VC[1] = VC[2] = VC[3] = VC[1] = VC[2] = VC[3] = VC[1] = VC[2] = VC[3] = VC[1] = VC[2] = VC[3] = VC[1] = VC[2] = VC[3] = VC[1] = VC[2] = VC[3] = VC[1] = VC[2] = VC[3] =
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Exercise 3: Is this Cut Consistent? If not, show the pairwise inconsistent events p1p1 p2p2 p3p3 VC[1] = 0 VC[2] = 0 VC[3] = 1 VC[1] = 1 VC[2] = 0 VC[3] = 0 VC[1] = 0 VC[2] = 1 VC[3] = 0 VC[1] = 2 VC[2] = 1 VC[3] = 0 VC[1] = 1 VC[2] = 0 VC[3] = 2 VC[1] = 1 VC[2] = 0 VC[3] = 3 VC[1] = 3 VC[2] = 1 VC[3] = 3 VC[1] = 1 VC[2] = 0 VC[3] = 4 VC[1] = 1 VC[2] = 2 VC[3] = 4 VC[1] = 4 VC[2] = 1 VC[3] = 3 VC[1] = 4 VC[2] = 3 VC[3] = 4 VC[1] = 1 VC[2] = 0 VC[3] = 5 VC[1] = 5 VC[2] = 1 VC[3] = 3 VC[1] = 5 VC[2] = 1 VC[3] = 6 VC[1] = 6 VC[2] = 1 VC[3] = 3
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Exercise 4: Is this Cut Consistent? If not, show the pairwise inconsistent events p1p1 p2p2 p3p3 VC[1] = 0 VC[2] = 0 VC[3] = 1 VC[1] = 1 VC[2] = 0 VC[3] = 0 VC[1] = 0 VC[2] = 1 VC[3] = 0 VC[1] = 2 VC[2] = 1 VC[3] = 0 VC[1] = 1 VC[2] = 0 VC[3] = 2 VC[1] = 1 VC[2] = 0 VC[3] = 3 VC[1] = 3 VC[2] = 1 VC[3] = 3 VC[1] = 1 VC[2] = 0 VC[3] = 4 VC[1] = 1 VC[2] = 2 VC[3] = 4 VC[1] = 4 VC[2] = 1 VC[3] = 3 VC[1] = 4 VC[2] = 3 VC[3] = 4 VC[1] = 1 VC[2] = 0 VC[3] = 5 VC[1] = 5 VC[2] = 1 VC[3] = 3 VC[1] = 5 VC[2] = 1 VC[3] = 6 VC[1] = 6 VC[2] = 1 VC[3] = 3
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