Small into isomorphisms on $L_{p}$ spaces
Small into isomorphisms on $L_{p}$ spaces
Recently, Y. Benyamini proved that an isomorphism T of C(K), K compact metric, into some C(S), S compact Hausdorf is close to an isometry if IITIIIIT-II is close to one [3].In this paper we show that a similar result holds for isomorphisms of Lp(/x) into Lp(u).The method of proof is …