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Showing posts with the label Piero Sraffa

More on own-rates

The discussion on own-rates, the natural rate, and Sraffa cropped again. Andrew Lainton blogged here , followed by Nick Rowe here , Daniel Kuehn here , and David Glasner here . It seems to me that Nick and David are more or less on the same side of the aisle. I commented on Nick's post here , and Nick provided a helpful response. I commented on Glasner here , and he gave me some good feedback.

The natural rate of interest and the own-rate argument

The Austrian vs Keynesian end of the blogosphere often battle over the existence of a natural rate of interest. The Keynesian side typically points to Piero Sraffa's argument that there are many natural rates of interest, or own-rates, and therefore an Austrian sort of monolithic natural rate of interest simply doesn't exist. Over the last few weeks I've participated in the comments here at Jonathan Finegold Catalan's blog and here at Daniel Kuehn's blog. Here is an older comment in this vein on "Lord Keynes" blog. Bob Murphy also has a paper ( pdf ) on this subject and has commented on the above blogs on this subject. Sraffa's point that there are different own-rates was not a new one. Irving Fisher pointed this out many years before, in Appreciation and Interest (1896): If we seek to eliminate the money element by expressing the rate of interest in terms of real " capital," we are immediately confronted with the fact that no two forms o...

Sraffa, Hayek, natural interest rate, and own-rates of return

I commented on the blog Social Democracy for the 21st Century: A Post Keynesian Perspective in a post called Hayek’s Natural Rate on Capital Goods, Sraffa and ABCT . Specifically, the issues in the above blog post are continued in one of my favorite David Glasner posts,   Sraffa v. Hayek . I requote Glasner: "the rate of return from holding all assets net of their storage costs and their current service flows must be equal in equilibrium. If not, you’re not in equilibrium. So all you have to do is find an asset with no storage cost and no current service flow and calculate its expected rate of appreciation and you have the real natural rate of interest."