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Máme-li paralelní spojení bloků F1(p) a F2(p), tak výsledný přenos je definován jako:
F(p) = Y(p) / U(p) = F2(p) / (1 + F1(p))
F(p) = Y(p) / U(p) = F1(p) + F2(p)
F(p) = Y(p) / U(p) = F2(p) / (1 - F1(p)*F2(p))
F(p) = Y(p) / U(p) = F2(p) / F1(p)
F(p) = Y(p) / U(p) = F1(p) / (1 - F1(p)*F2(p))
F(p) = Y(p) / U(p) = F1(p)*F2(p)
F(p) = Y(p) / U(p) = F1(p) - F2(p)
F(p) = Y(p) / U(p) = F1(p) / (1 + F1(p)*F2(p))
F(p) = Y(p) / U(p) = F1(p) / F2(p)
F(p) = Y(p) / U(p) = 1 / (F1(p) + F2(p))
F(p) = Y(p) / U(p) = F1(p) / (F1(p)*F2(p))
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