Isomorphic classification of the tensor products E(0)(exp alpha i) (circle times)over-cap E(infinity)(exp beta j)Chalov, Peter and Zakharyuta, Vyacheslav (2011) Isomorphic classification of the tensor products E(0)(exp alpha i) (circle times)over-cap E(infinity)(exp beta j). Studia Mathematica, 204 (3). pp. 275-282. ISSN 0039-3223 (print) ; 1730-6337 (electronic) Full text not available from this repository. Official URL: http://dx.doi.org/10.4064/sm204-3-6 AbstractIt is proved, using so-called multirectangular invariants, that the condition alpha beta = (alpha) over tilde(beta) over tilde is sufficient for the isomorphism of the spaces E(0)(exp alpha i) (circle times) over cap E(infinity)(exp beta j) and E(0)(exp (alpha) over tildei) (circle times) over cap E(infinity)(exp (beta) over tildej). This solves a problem posed in [14, 15, 1]. Notice that the necessity has been proved earlier in [14].
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