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   The Greatest Symmetric Monoidal Closed Category of Scott-Domains
                            by Michael Huth

  This paper is available on the author's ftp-guest account at Imperial
College under smc.dvi.Z
  In it it is shown that Linear Domains and Linear Maps [MFPS'93] are
the greatest symmetric monoidal closed category of Scott-Domains such
that linear implication is modeled by the space of all linear maps in
the *extensional* order.