1 Oct
2001
1 Oct
'01
10:59 p.m.
Jason C Reed writes:
Power, A.J. and Robinson, E.P. Premonoidal categories and notions of computation (ftp://ftp.dcs.qmw.ac.uk/pub/lfp/edmundr/premoncat.ps.gz) in section 2 asserts that there is excatly one symmetric monoidal closed structure on Cat besides the cartesian one. Does anyone know [the location of] a proof?
---Jason
It's Proposition 4 of: Foltz, Lair, and Kelly, Algebraic categories with few moniodal biclosed structures or none, J. Pure Appl. Alg. 17:171-177, 1980. Steve Lack.