Characterization an Eigenvalues of Compact Operators From lq into a Banach Space

In this paper the infinite numbers of complex structures are shown. We obtain the eigenvalues of p -summing and l_p-type operators in Banach spaces, of compact operators. We characterize the subspaces of with more than one complex structure and 𝑝 s-numbers in information-based complexity. We give a characterization of operators from l_q.