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Table 1 The rules for constructing the generation matrix

From: Survivable strategy set design for malicious attack propagation in NEMO scenario

Transition state

Condition

P ij

State i to state j

Attack phase

i[0] = 1; j[0] = 0

λ 1

(1,1, …,1)→(0,1, …,1)

{1′} i

λ 2

(0,1, …,1)→(0,0, …,1)

{1′} j

……

L(i) = L(j) + 1

λ n

(0,0, …,1)→(0,0, …,0)

Repair phase

i[0] = 0; j[0] = 1′

μ 1

(0,0, …,0)→(1′,0, …,0)

{1} i

μ 2

(1′,0, …,0)→(1′,1′, …,0)

{1} j

……

L′(j) = L(i) + 1

μ n

(1′,1′, …,0)→(1′,1′, …,1′)

  1. L is the function to calculate the number of “1” in the state; L′ is the function to calculate the number of “1’” in the state; state (1′,…,1′) ≠ state (1,…,1)