[CT Assumption] Completeness - people know how to rank any two bundles and decide if they prefer one because they get higher utility
[Limitation] People may not be able to rank two bundles as they don’t know how much utility they will receive from one or both of them
[CT Assumption] Transitivity - if a person prefers bundle A to bundle B and prefers bundle B to bundle C, it can be assumed that they will prefer bundle A to bundle C
[Limitation] People’s preferences may be context -dependent
[CT Assumption] Continuity - if a person prefers bundle A to bundle B, and bundle C is close to bundle B, they will prefer bundle A to bundle C
[Limitation] It's difficult to discern tiny differences
[CT Assumption] Non-satiation - consuming more of something that brings utility is always better
[Limitation] Ignores diminishing marginal utility
[CT Assumption] Convexity - people prefer average bundles to extreme ones (the preferred set of bundles is convex)
[Limitation] The opposite can be true
Pareto Principle - if after a policy no one is worse off and at least one person is better off, it should go ahead
Utilitarian SWF - the utility of everyone in society is summed up and if this sum is increased after a policy, it should be implemented
Rawlsian/Maximin SWF - a policy is desirable if it improves the state of the worst off in society
Inequality-Averse SWF - a policy that reduces inequality is preferred to one that increases it
If there is a possible Pareto improvement, the agent is currently Pareto inefficient