Оп deep nonelastic asymptotic Feinman's diagrams with crossed lines

We discuss the deep inelastic asymptotic behavior of the series of nonplanar Feynman diagrams with crossing lines in the t channel in $ λφ^{3}$ theory. In this treatment we use the technique of a coordinate representation in which the deep inelastic asymptotic form is compared with that of the corresponding diagrams on the light cone. The examination is carried out in the region of small values of the scaling variable l/ω = $-k^2/2kp$.