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## Summary
- Introduce a general naming scheme for infix endooperations on
propositions and the corresponding endooperations on types
- Remove uses of `∀`
- remove the redundant `implication-Prop`
- Add table for propositional logic
- Add table for operations on propositions
- Correct the definition of exclusive disjunction. It is now named
"exclusive sum" (up for discussion)
- Introduce _disjunction_, (the correct definition of) _exclusive
disjunction_, and _mere logical equivalence_ of types
- Introduce _coinhabitedness_ of types
- Introduce universal quantification
- Define the homotopy preorder of types
- Prove that existential quantification of type families agrees with
existential quantification of the propositional reflection of the type
family
- Prove that disjunction of types agree with disjunction of the
propositional reflections of the summands
Intersects with #1060.
Resolves#984.
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Co-authored-by: Egbert Rijke <[email protected]>
Real numbers
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