Subject: two questions for the mailing-list
From: Gaucher Philippe <Philippe.Gaucher@pps.jussieu.fr>
Date: Mon, 21 May 2007 14:23:44 +0200

Dear all,

1) The 2-out-of-6 property implies the 2-out-of-3 property. Could you give 
me 
an example of class of morphisms satisfying the 2-out-of-3 property and 
not 
the 2-out-of-6 property ?

2) If C is a combinatorial model category (locally presentable cofibrantly 
generated), then for every small category I, the category of functors C^I 
admits a model structure in which the cofibrations and weak equivalences 
are 
the objectwise ones. I'd like please a bibliographical reference for this 
result. 

Thanks in advance. pg.