ConsenSys Proposes Tokenization to Leverage Impure Public Goods
Lucas Cacioli Dec 11, 2019 03:45
People generally understand that human-made public goods—highways, airports, libraries—will incur some economic costs which must be recovered through some sort of fee, toll or charge. It is apparent, however, that the general public gives little thought to the actual policy decisions made in cost recovery schemes or the impact of cost recovery methodologies on the efficient allocation and utilization of these resources for the assets. ConsenSys proposes a tokenized model to better sustain and enhances public resources.
![ConsenSys Proposes Tokenization to Leverage Impure Public Goods](https://blockchainstock.blob.core.windows.net:443/features/F989B604DB47683DED49038D1541CD6ED86E772B0DAE922778087D328DED8EB2.jpg)
Naturally occurring public goods (e.g., water, forests, beaches) are often thought of as “free” public utilities—we do not expect to be “charged” for their use. People also tend to think of these public goods as virtually unlimited and we therefore rarely concern ourselves with the limited supply or providing equitable access and fair allocation of the public goods.
A recent white paper published by ConsenSys reimagines the equitable allocation of public goods through blockchain and tokenization. The paper further seeks to introduce a new, fair method of tokenizing ‘impure’ public goods that carry some level of scarcity.
Public Attitudes
People generally understand that human-made public goods—highways, airports, libraries—will incur some economic costs which must be recovered through some sort of fee, toll or charge. It is apparent, however, that the general public gives little thought to the actual policy decisions made in cost recovery schemes or the impact of cost recovery methodologies on the efficient allocation and utilization of these resources for the assets.
Pure VS Impure Public Goods
Economists sort public goods into two baskets—
1. “Pure” Public Goods—individuals can consume this type of good with without hindering the opportunity or access to that public good for others.
2. “Impure” Public Goods—consumption by one individual negatively impacts the ability of others to consume (scarcity) or excludes other individuals to some extent (excludability).
Public Goods Fee Structure Limitations
According to the paper, the support of impure public goods can create a separation of thought. People recognize that these resources are finite and must be maintained, but are still quite unwilling to accept charges for them. Parks, beaches and city infrastructure need to be maintained and not everyone can access them simultaneously and there are limitations on how available resources are allocated and costs are recovered. This makes the true values of impure goods and their optimal potential usage difficult to determine.
When a public body or government sets fees or tolls to maintain public goods, they tend to be flat amount that do not reflect the complex dynamics of the supply and demand equation. Furthermore, until recently, we have lacked the technological means to fully address the cost allocation issues of public goods at scale.
Congestion Pricing
Congestion pricing is a way of dealing with scarcity and excludability by adding a surcharge for services that are subject to temporary or cyclic increases in demand. Companies that engage in excess pricing are trying to regulate excess demand by applying higher prices during peak demand cycles. Congestion pricing would be a net new allocation structure in most cities. It may be applied to the existing infrastructures for which inhabitants are already paying and would not be expected to be conflated with other city services on both the cost and revenue side.
Can revised pricing structures lead to better, more efficient, and safer usage of impure public goods? Consensys considers if markets for enumerable but finite usage rights for a wide variety of freely exchangeable “impure” public goods can be created using blockchain technology and “tokens.”
Proposed Token Model, Distribution and Usage
In the white paper, Consensys proposes a straightforward market-based congestion pricing model.
Every resident of a city is issued a finite number of digital access tokens for the congested public area free of charge. For example—one access token per day for a year.
1. The tokens are valid for an agreed period (say, one year), and new tokens are issued periodically to eligible citizens.
2. Every driver of a vehicle needs to pay (i.e., transfer to the municipality), say one token, upon entering the congestion zone of the city during certain hours of the day. The access right of the token expires once the driver and vehicle leave the congestion zone.
3. Tokens are destroyed once used.
4. Drivers of vehicles can buy one or more tokens in an open marketplace.
5. Token prices are set in the marketplace based on supply and demand.
6. Algorithmic tools could be developed to allow travelers needing access but without tokens to simplify purchases by pre-setting parameters to various preferences.
7. The token can only be used to access the city’s congestion zone and nothing else.
![consensys token 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Source: Blockchain in Public Goods Allocation - ConsenSys Solutions White Paper
The current flat pricing structures of impure public goods leads to inefficient economic outcomes. Implementing market-driven pricing and exchange structures as described in detail for congestion pricing could see numerous benefits.
For a more detailed and comprehensive overview of how tokenization can enhance fair access and opportunity for public utility, check out the full white paper.
Image via Shutterstock
Image source: Shutterstock