In this talk we will study the Lp1 ×Lp2 → Lp boundedness for bilinear rough singular integral operators LΩ associated with Ω ∈ L(log L)α (S2n−1 ) with mean value zero. We will first review classical linear singular integrals and then study how the results have been extended and developed in the bilinear setting, presenting the most recent results.
