I’ve recently been reading the Libertarian press translation of Bohm Bawerk’s (I may refer to as BB from now) Positive Theory of Capital(volume 2 of Capital and Interest). In part A of book 3(on Value and Price), he generalises the concept of marginal utillity in some ways I have found rather intriguing. I’d be interested to get people’s thoughts on what he elucidates here, but I must say in advance it seems rather more than what has been conveyed in the treatments of Rothbard and Mises (though I’m not sure to the extent Mises expected people to be conversant with BB’s work). I will very briefly summarise the set of propositions as follows:
In the elementary situations of action(e.g. for Robinson Crusoe) whereby we have say x units of a good A then the value of any one of the good is the value of the end served by the marginal unit serving the lest valued end. So far so good, now if we have a scenario similar to the one above except for the fact we possess y units of a good B that can also be a perfect substitute for some of the ends served by A. If we ask the question again as to what the value of one of the goods of type A serving an end which can be substituted by one of B(or any one serving an end more highly valued than the one(s) B is substitutable for) then the marginal utillity, which is the utillity that shall be lost may not necessarily be that associated with the end served by one of A, but by one of B, if the lowest valued end served by B is lower than that for A. This is exactly in the same way in which the marginal utillity in which the marginal utillity in the prior situation the MU of the x-1 units of A serving a higher valued end was worth the importance attached to the lowest valued end served by the marginal unit.
Going another step forward, we could have a situation commonly faced by an actor in a developed market economy, in which he can trade goods and money for one another. In that case the MU attached to losing a good may not necessarily be that attached to the value of its lowest valued end currently served, but the substitute utillity of what could be bought e.g. for £10 or exchanged for it which serve lesser ends. Thus a consequence of the development of market exchange is the generalisation of conversion opportunities and substitution opportunities for goods. Lastly, BB derives and gives the proper basis to the law of costs, by noting that in certain scenraios, where goods can readily be reproduced, the value attached to a group of factors of production is ceteris paribus that of its marginal product, and thus the lowest valued product serving the lowest valued end that can be served in the future. Thus if one good is lost, then the value of its end may equate to the “cost of production” which is actually the utillity of the marginal product of the means required to make it, when given time preference this marginal prdouct is valued less than other substitutes.
So that was quite a mouthful! I find this rather interesting, as not only is it much more than I gained from reading MES for instance on this subject, but, it seems to me this would have quite an interesting comparison to neoclassical approaches to the subject of utillity. For BB, the notion of a substitution effect “following” an income effect would be quite superfluous since the marginal utillity of the good if it could be substituted would already have been that of its substitute.. This is most intriguing stuff. Any thoughts? Thanks in advance!