For more than 300 years we have used the same formula for calculating the cost of risk: Risk = Probability x Consequence. In research done in the last 10 years, we have shown that this is an insufficient formula. We have shown that when an outcome in the future is a high (relatively) negative value (cost) the formula is consistently under valuating the cost of risk (link to references).
Most people will immediately discard the idea, that the formula of risk, being the foundation of the theory on capital, insurance, diversifications and much more can ever be changed. But I ask that you give it some consideration.
In experimental research we have shown that when an agent suffers a large negative cost, that same agents long term investments may end up suffering, as financing intended for the long term investments is used to cover the unexpected cost. This is highly problematic as long term investments often has no market value, or a poorly established market value. An example is an investment into an education. The half-completed education cannot be sold, as the knowledge is in the brain of the investor (student). Same goes for many other long term investments - there are poor, or no markets for these investments. Even if such investments have no market value, it does not mean they have no value for society.
Large future cost items (items exceeding the capital of the investor) can result in a cost cascade, whereby value is lost on long term investments, and such loss is characterized by:
- Not being visible to the surroundings
- Equilibrium in market cannot be established
- Is a value destructive cost mechanism
- The cost item (impaired long term investments) can be of any size, and can even exceed the direct cost suffered
To account for such as loss we would need to modify the formula for the cost of risk. We propose using Risk = (Probability x Consequence) + Structural Risk Cost
If we accept this fundamental change to risk literature we will have a risk theory where:
- Capital reserves has an economic value higher than that of savings
- Risk theory becomes more logical to laymen and experts (today the cost of a bet where an outcome (of many) is to lose 50.000 Euro has the same economic value when presented to a poor student and a millionaire, which is counterintuitive
- Some of the behavioral economy literature will need be rewritten, as what was previously irrational behavior now becomes logical (Keynes Saving Paradox/ Paradox of Thrift is no longer a paradox, but a logical behavior).
So there is much to gain by changing this ancient definition of risk – but is it at all possible to change such an ancient set in stone definition and should we try to do it, or should we just ignore this as it is too complicated and move on fixing the economic theory with the "duct tape" of behavioral economics
http://www.palgrave.com/gb/book/9783319413686
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