I am happy to inform that Eric says I am not banned as long as I can remain respectful and has allowed my input to be considered. I posted another summary of my idea.
http://esr.ibiblio.org/?p=5558&cpage=1#comment-479608Thanks. A refutation would be more helpful.
The point is about the relative value of the autonomous knowledge (capital) economy versus the vertically integrated (monetary) capital economy. As the autonomy of creation increases in both granularity and speed-to-market (Linus principle of "publish often"), the number of nodes of sharing increases and the value of that knowledge sharing network increases by the nodes squared. We have chart confirmation of that law with the history of the Bitcoin price.
Specific example would be sharing a 3D printing design, and others autonomously iterating on that design. The design is open source. Music compositions, medical art, etc.
Thus the vertically integrated economy falls in relative value. How can you reason that we will pay the same or significantly for something produced by the economy that will be worth relatively much less than it had been?
With mass production, the value-added of the knowledge input was amortized over the capital cost of the factory and millions of produced copies. Thus the knowledge networking value was insignificant. Whereas, when knowledge can directly create with near real-time publishing, the knowledge networking value increases by the square and outstrips any startup costs. Moreover, incremental edits amortize the startup costs over many knowledge networking connections, and the value is the square of the connections.
The key is that open source knowledge is always changing and the knowledge workers benefit from autonomously iterating each other's designs, because the value of the network increases by the square of the participants who share. Metcalfe's (or Reed's) Law is at the heart of why sharing creates more value for all participants. That is not saying all nodes connect with all other nodes, rather the value scales proportional to the square.