In Section 5f we defined the term passus coefficient. A pari-passu law is a production law in which the passus coefficient is equal to 1 for every factor combination. Thus with the pari-passu law we have as per definition the identity
, for all values of v 1, ..., v n.
$$\varepsilon = 1$$
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- 1.Cf. some other form of variation which, in the sense of a necessary and sufficient condition, will reveal the same feature as the proportions factor variation.Google Scholar
- 1.Use the rule for the differentiation of a function of a function.Google Scholar
- 1.Cf. (5c.4).Google Scholar
- 1.Cf. Section 5c.Google Scholar
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