Hi All. Need some information. We all know axiom of choice (AC) and countable choice. Which axioms are between these two. I mean weaker that Axiom of choice but stronger than countable choice ?



what axioms are between AC and Countable choice !
Dependent choice, for example. Or choice for well-ordered families, see [Existence of model of ZF without AC, but with many choice function](https://mathoverflow.net/questions/118060) 


