 The jury theorems discussed above apply to binary choices and majority rule. This section defines the epistemic aggregation problem more generally  (Section 5.1),  and then discusses jury theorems for aggregating votes over multiple alternatives  (Section 5.2),  aggregating estimations  (Section 5.3),  aggregating evaluations or grades  (Section 5.4),  aggregating judgments over interconnected propositions  (Section 5.5),  and aggregating votes of voters tracking individual facts  (Section 5.6).  Many theorems reach the implausible infallibility conclusion; the critical analysis of this conclusion  (Section 2)  continues to apply.