IMPORTANT: If you cite this message, OPE-L policy requires you not to reveal the identity of the author.
You may cite this message only if you do not disclose who wrote it.
Gil replies to me in 7408:
So yes isn't there a big difference between a theory which must select (and construct) a numeraire with (as Blaug emphasises) no real world significance in order to close a system of equations and thereby throw into analytical relief a wage/profit frontier and a theory which attempts to explain why in the bourgeois mode of production the form of appearance of economic magnitudes has to be money which as a result of this function carries the seeds of economic contradiction and crisis?
But as I explained in 7403, there is no necessary formal difference between the two systems on this score. The money commodity in the latter theory can be represented in a manner that is *mathematically identical* to the numeraire good in the former system--suggesting the potential relevance of such things as "wage/profit frontiers" for the system Marx intended to analyze.
Gil
Yes but from the former you cannot derive a theory of the nature of money such that it has functions other than as a numeraire, i.e., as a store of value, a means of payment, hoard, capital, etc. For more on this, see Alfredo Saad Fihlo's book, last chapter.
The timelessness of an analytical apparatus built on simultaneous equations also makes no room for the problems which arise from failure to complete the circuit of money capital in a determinate time; if one assumes that the technical conditions are given and the only problem is the the determination of distribution + relative prices with an arbitrarily chosen numeraire--and Peach and Blaug seem correct that the Sraffian standard commodity does not solve Ricardo's truly intractable problem of invariant measure which holds over time--then money is just reduced to being a numeraire alone and it is difficult to see how one then proceeds logically to make room for money as capital the turnover of which must be completed in a determinate time. There simply seems to no theoretical way of escaping what Aoki characterizes as the classicals' thin conception of money.
Before one handles input output relations, one has to grapple with what Marx calls the qualitative value problem or the problem of money--that is why it is exactly in the bourgeois mode of production individual labor has to be transformed into general abstract social labor in some specified time. Once this problem is solved, it seems obvious that the money commodity cannot be put along side all the other commodities or as just one more equation in a system of equations which can be closed since such a system of equations seems to lose the contradiction between commodities on one side and money on the other.
That is why I think Fred's approach which takes its given or starting point in money or in other words begins with money as capital rather than with given technical conditions is superior to the linear production approach, though I am not fully convinced by Fred's approach.
All the best, Rakesh
- [OPE-L:7401] RE: Commodity money in a Sraffian system, (continued)
- [OPE-L:7401] RE: Commodity money in a Sraffian system, Gil Skillman Tue 02 Jul 2002, 19:05 GMT
- [OPE-L:7404] Re: RE: Commodity money in a Sraffian system, Francisco Paulo Cipolla Wed 03 Jul 2002, 20:38 GMT
- [OPE-L:7407] Re: Re: RE: Commodity money in a Sraffian system, Rakesh Bhandari Sat 06 Jul 2002, 18:30 GMT
- [OPE-L:7408] Interpretations of the "numeraire", Gil Skillman Sun 07 Jul 2002, 20:08 GMT
- [OPE-L:7409] Re: Interpretations of the "numeraire", Rakesh Bhandari Mon 08 Jul 2002, 06:39 GMT
- [OPE-L:7413] Re: Re: Interpretations of the "numeraire", Gil Skillman Mon 08 Jul 2002, 18:38 GMT
- [OPE-L:7414] Re: Re: Re: Interpretations of the "numeraire", Rakesh Bhandari Wed 10 Jul 2002, 01:42 GMT
- [OPE-L:7478] Interpretations of the "numeraire", Rakesh Bhandari Mon 29 Jul 2002, 18:57 GMT
- [OPE-L:7416] Re: Re: Re: RE: Commodity money in a Sraffian system, Francisco Paulo Cipolla Fri 12 Jul 2002, 20:27 GMT