5 research outputs found
Deconstructible abstract elementary classes of modules and categoricity
We prove a version of Shelah's Categoricity Conjecture for arbitrary
deconstructible classes of modules. Moreover, we show that if is
a deconstructible class of modules closed under direct summands, and
fits in an abstract elementary class such
that refines direct summands, then is closed under
arbitrary direct limits.Comment: 9 page