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ormance measures discussed possess. It is also less easy to understand than for example the SR and difficult to interpret when negative. Furthermore Goodwin (1998) states that the IR is quite sensitive to the benchmark chosen to evaluate a certain portfolio against, meaning that it can give different re
ame level of risk or if the risk is lowered while keeping the same level of return. Unfortunately the SR also suffers some caveats. Hendriksson and Merton (1981) and Dybvig and Ingersoll (1982) for example show that non-linear pay offs limit the applicability of the SR as a performance measure. Goetzm
s 3.4 Commodity models Background Modelling Results Discussion - Background - Modelling - Results - Discussion 4. Minsky goes Austrian a la Goodwin — Macroeconomic Models 4.1 Macroeconomic Models - Background 4.2 Macroeconomic Models - Modelling 4.3 Macroeconomic Models - Results 4.4 Macroeco
oretical economist who is able to model bubbles with a degree of precision. The use of statistical mechanics in economics is even more frustrating. Merton, Black and Scholes cherry-picked the diffusion equation from thermodynamics while completely ignoring its statistical mechanical roots and derivati
cs, and chaotic systems in general, is discussed in section 6 below. As discussed above, Lotka-Volterra models have been used in Marxian analysis by Goodwin and others, though the models can be somewhat complex. The models presented above seem more efficacious than the Goodwin type Lotka-Volterra model
entury Bachelier's work was largely forgotten. The use of random walks in finance was rekindled and ultimately led to the option pricing formulae of Merton, Black and Scholes. Unfortunately the random walk process has been removed from it's many body background, and individual prices are treated as mov
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