2 ms·
>For those who find the above so-called Grothendieck construction somewhat puzzling, here's a little motivation and background. It is the group completion of a
by batista 14y ago
>For those who find the above so-called Grothendieck construction somewhat puzzling, here's a little motivation and background. It is the group completion of a monoid. The simplest case is the group completion of the free monoid on one generator
Yes, that clears it up totally...
- psykotic 14y agoHopefully you kept reading since that part was just the nomenclature for those interested in looking up this stuff.