?? so consider the ag theory of _N_-graded modules of polynomials in d+1 grade 1 variables ... ??and so forth ... ??as theory of _what_ ??... ??relationship to something about ... ???representations of algebraic monoid gl(n) as opposed to algebraic group gl(n) ??? ... and so forth ... ???...

???something about "object with invertibility property" as same as "object with invertibility structure" ?? ... ??on the other hand there do seem to be some weird sorts of "near-invertibility" or something ... and so forth ....

??what about the small and/or big zariski toposes of the ag theory of a g-torsor, for example for g finite ???.... and so forth ... ???

???zariski locale as coherent ??? meaning corresponding to distributive lattice??? .. ??_what_ distributive lattice???? .... ???shouldn't be just the ideals ?????? or something???? and so forth ....


ag theory over z/2 .... commutative algebra objects... and / or cocommutative algebra objects ... and so forth ....