, 13 tweets, 3 min read Read on Twitter
Decentralization is about directing information flow and replicating decision points. One of its crucial design concepts is connectivity. A central (sic) theorem on connectivity is Menger's theorem, introduced by Karl Menger, the son of Austrian economist Carl Menger, in 1927.
Decentralization differs from pure replication (same decision taken by multiple agents) and distribution (chunks of the overall decision problem assigned to multiple agents) in that it is designed into the information flow and can incorporate multiple entry/exit points.
If that's too abstract, think of a rail or road network.
So the main question to ask if you want to find out if a system is decentralized is: "to the nodes work on different problems which derive from their position in the network flow, and not by the allocation mechanism of a central planner?"
Under such a premise, most current blockchain-based consensus mechanisms aren't decentralized. They are highly redundant and (hopefully) geographically distributed (not at the same physical location).

Cash flow on the other hand is. Securitization hinges only on the recipient.
The design of cash on the other hand has strong centralizing tendencies. Decentralized P2P cash flow hinges on strong security features, and a common understanding of them.
Both coin and banknote securitization has always been an arms race. There was a widespread belief that the advent of color copiers would also spell the end of cash.
Similarly, securitization design in blockchain-based systems is also highly centralized, for the very same reasons. That's why blockchains aren't cryptocurrencies, they are proprietary payment systems that impose a lock-in on the user.
Redundancy is a central (sic) concept in competitive economies, since it fosters an arms race for most efficient resource allocation — that thing called innovation.
But modern economies are no longer about redundancy, as they were in the commodity economy era when Lange and Hayek discussed the respective merits of central planning vs decentralized emergence, but about diversification, aka monopolistic competition.
Redundancy competition fosters the emergence of high-efficiency, single-purpose tools like ASICs. In case they lose the arms race, or in case of an economic reversal, they become obsolete. Monopolistic competition fosters the creation of flexible tools which can be repurposed.
So the design principles to create a truly decentralized economy rather than a redundancy economy, to avoid diseconomies of scale and scope, to push the decision out to the nodes in the network flow, have been introduced 90 years ago by Karl, son of Carl.
en.wikipedia.org/wiki/Mengers_t…
This thread was brought to you by the #BeigeAcademy of climbing down into the basement stacks to rediscover the antecedents of graph theory and operations research.

@threadreaderapp unroll plz my trusty friend!
Missing some Tweet in this thread?
You can try to force a refresh.

Like this thread? Get email updates or save it to PDF!

Subscribe to oliver beige
Profile picture

Get real-time email alerts when new unrolls (>4 tweets) are available from this author!

This content may be removed anytime!

Twitter may remove this content at anytime, convert it as a PDF, save and print for later use!

Try unrolling a thread yourself!

how to unroll video

1) Follow Thread Reader App on Twitter so you can easily mention us!

2) Go to a Twitter thread (series of Tweets by the same owner) and mention us with a keyword "unroll" @threadreaderapp unroll

You can practice here first or read more on our help page!

Follow Us on Twitter!

Did Thread Reader help you today?

Support us! We are indie developers!


This site is made by just three indie developers on a laptop doing marketing, support and development! Read more about the story.

Become a Premium Member ($3.00/month or $30.00/year) and get exclusive features!

Become Premium

Too expensive? Make a small donation by buying us coffee ($5) or help with server cost ($10)

Donate via Paypal Become our Patreon

Thank you for your support!