When analysing markets, a range of assumptions are made about the rationality of economic agents involved in the transactions
The Wealth of Nations was written
1776
Rational
(in classical economic theory) economic agents are able to consider the outcome of their choices and recognise the net benefits of each one
Rational agents will select the choice which presents the highest benefits
Producers act rationally by
Selling goods/services in a way that maximises their profits
Workers act rationally by
Balancing welfare at work with consideration of both pay and benefits
Governments act rationally by
Placing the interests of the people they serve first in order to maximise their welfare
Rationality in classical economic theory is a flawed assumption as people usually don't act rationally
Marginal utility
The additional utility (satisfaction) gained from the consumption of an additional product
If you add up marginal utility for each unit you get total utility
Systems thinking
Focuses on the function or purpose of the system, the interrelationships and connections within the system, and the elements or parts of the system, rather than just the individual elements or actors
Systems thinking leads to a different way of talking about problems, where people blame the system rather than the individuals
In systems thinking, the parts of the system are often interchangeable, as the system's behaviour is determined more by the interrelationships and structure than the specific elements
Systems thinking recognises that the whole is greater than the sum of its parts, and that holistic understanding is important, not just reductionist analysis
Systems thinking challenges the idea of trade-offs between different parts of a system, as the system is seen as an integrated whole
Characteristics of systems thinking
Focuses on function/purpose, interrelationships, and elements
Sees the whole as greater than the sum of parts
Avoids reductionism and trade-offs between system components
3. Identify goal/purpose (fish population regeneration)
4. Simulate system dynamics over time
Regeneration rate
Rate at which fish can successfully reproduce, depending on fish population size
Catch per boat
Depends on the number of fish available
The relationships between fish population, regeneration rate, and catch per boat are nonlinear
Simulating the simple fishery system shows the fish population initially declining but then stabilising, while the number of boats grows to a sustainable level