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Congestion control regulates the flow of data packets into the network, allowing for more efficient use of a shared network infrastructure.
Additive increase and additive decrease (AIAD) This is the policy which follows the below rule
a(i)>0, b(i) =1, a(d)<0 b(d)=1
This policy doesn't converge to fairness which means that it is not stable.
Moreover, this doesn't converges to efficiency and if it is need to be stable then it must satisfy the condition a(d) = a(i)
Multiplicative increase and additive decrease (MIAD) This is the policy which follows the rule of a(i) =0, b(i) >1, a(d)<0, b(d)=1
This policy doesn't converge to fairness which means that it is not stable.
Moreover, this doesn't converges to efficiency and if it is need to be stable then it must satisfy the condition b(i)a(d)/ 1- b(i)
Multiplicative increase multiplicative decrease (MIMD) This is the policy which follows the below rule a(i) =0 , b(i) >1 , a(d)=0, 0<b(d)<1
This policy doesn't converge to fairness which means that it is not stable.
Moreover, this doesn't converges to efficiency and if it is need to be stable then it must satisfy the condition b(i)≥ 1 and 0≤ b(d)<1.
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