Recently, the OCC has clarified the regulation of national banks with respect to transactions involving some crypto assets. The OCC clarified that national banks may act as custodians of crypto assets and also may hold the reserve balances of certain stable value cryptocurrency providers. These actions reduce regulatory uncertainty and simply recognize the fact that crypto assets are a significant and growing part of the global financial system.
What about chartering cryptocurrency providers? The state of Wyoming has been among the most progressive authorities in establishing state chartering of banks involved in producing cryptocurrencies. The United Kingdom and European Union also seem willing to pursue similar initiatives. Whether and how other U.S. states or the OCC might follow suit remains unclear. The question of how to properly charter stable value coin providers as banks is an open one. Which business models should be considered within the scope of chartering for the OCC? How should algorithms set by crypto coins be regulated and examined? What prudential capital and cash asset standards should be applied? In my discussion here, I do not mean to suggest that the OCC has decided the answers to these questions. I do, however, believe that there are several identifiable advantages from chartering stable value cryptocurrency providers with safe and sound business models as national banks. In what remains of this section, I consider the prospective advantages of chartering stable value cryptocurrency providers as national banks. I first identify several advantages from permitting stable value crypto coin providers (whether as shadow banks or chartered banks) to eventually develop a new nondepository payments network separate from the existing central bank–based network. At the end of that analysis, I also consider some reasons why it may be desirable to permit such banks to become chartered banks.
For the purpose of my example, to be concrete, I will consider a particular form of a stable value crypto coin–issuing bank. But my conclusions about the potential advantages of this arrangement apply more broadly than to just this model, although it would not apply to all potential business models for stable value coins. The point of this example is to show that a nondepository stable value crypto coin can be issued in a safe and sound manner, and that it could have substantial efficiency, convenience and stability advantages, if it were designed properly.
Imagine a bank that sells a total number of S coins, selling each coin it issues for $1. The coins can be used to transact in goods and services through blockchain clearing (i.e., through gross real-time settlement at nearly the speed of light). The bank maintains a secondary market in its coins. Specifically, it commits contractually to buying coins whenever their value falls to $0.99 at that price and selling coins whenever their value rises to $1.01 at that price. It does so automatically as long as it possesses sufficient cash on hand to buy or sell coins at those prices. If it is unable to purchase coins at $0.99 (due to a lack of cash), then its financial claims are revised, as described below. The secondary market purchase and sale policy is contractually credible and executed automatically by an algorithm. There is no redemption option for the coins and they never mature. The coins are effectively a kind of perpetual preferred stock in the bank.
The only claims on the bank are coins and common shares. If the bank is unable to purchase coins in the secondary market due to a lack of cash, its financial claims are revised as follows: coins enjoy a strict prior claim on the assets, and this is implemented by setting the value of preexisting common shares owned by the bank stockholders to zero in this state of the world. In that eventuality, the quantity of preexisting coins is reduced (written down) in amount by 5 percent. This avoids any need for a liquidation of assets or other bankruptcy proceedings. Coin holders then receive pro rata amounts of new common shares that give them the remaining residual interest in the bank. If, after this initial write-down, the bank is still unable to meet its secondary market purchase obligation, then a second 5 percent write-down occurs, and so on, until the bank has deleveraged sufficiently so that the value of its assets exceeds the value of its coins.21
I reiterate that this is only one model for how a nondepository stable value coin provider might operate in a safe and sound manner. I do not mean to suggest that it is the best model, but I find this example simple to analyze, and it allows one to see some advantages that arise from a liability structure different from typical depository banking. I now proceed to consider the services and risks entailed by this banking model.
Because the bank operates in a competitive environment (and has near zero physical costs) I assume that the bank contractually commits to paying interest on the coins equal to the U.S. Treasury bill rate. I initially assume that the bank’s tangible assets consist of cash assets ($C) in the form of U.S. Treasury bills. I later consider deviations from that assumption. I also assume that the bank possesses an intangible asset equal to the present value of fees it expects to earn from executing payments ($F). To simplify our discussion, but without loss of generality, the amount of transaction fees expected to be earned in each period is not expected to grow over time. $F is the discounted value of that constant expected stream of earnings. But $F is stochastic; the arrival of news about changing transactions demand can affect $F. The lower support (lowest dollar value) of $F is $F′. The value of the bank’s equity ($E) at any moment in time, owned by its common shareholders, is given by $E = $F + $C − $S.
If the bank sets S < $C, what will be the value of each of its coins, and in that case (where S < $C), will it ever fail to be able to honor its promised secondary market purchase policy?
So long as the bank is known to operate credibly under the above set of rules (i.e., its holdings of cash assets are deposited in a safe place and are observable to its coin holders, and its commitment to purchase and sell at the specified prices in the secondary market are contractually binding on it), then in equilibrium, each coin will trade at a value of $1 and the bank will never have to write down its coins. The bank can arrange a line of credit from another chartered bank collateralized by its Treasury bills that will allow the stable value coin bank to draw an amount of cash equal to its Treasury bill holdings, if needed.
No coin holder has an incentive to sell coins in the secondary market because it is not possible to profit from selling them at $0.99. The coins are riskless and useful for transacting in the market for goods and services, and the bank is always able to pay the contractual interest rate (the market interest rate on riskless cash assets). Therefore, the bank will never need to actually draw upon its line of credit. In equilibrium, the coins will be valued $1 each.
Can the bank reduce the amount of tangible assets it holds (by paying a dividend to its stockholders) without creating the possibility of a failure to maintain this riskless stable coin equilibrium?22 Yes, if there is a known lower bound to $F equal to $F′, then the bank can pay out some of its cash assets as a dividend. To maintain a riskless commitment that keeps stable coins at the value of $1, the bank just has to maintain cash assets $C such that $C + $F′ = S. The bank will maintain a line of credit equal to $C + $F′, and as before, it will never have to draw on that line of credit because coin holders never have an incentive to sell coins below the price of $1 in the secondary market. Note that this implies a form of riskless fractional reserve banking. The bank can also pay all of the transaction fees it earns per period out as dividends without running the risk of failing to maintain the $1 value of its stable coins.
Note that because the bank does not rely on deposit funding and does not offer a first-come, first-served rule for redeeming its coins, it cannot experience a run. Coin holders see no advantage to being first in line to sell their coins in the secondary market.
Is it realistic to imagine that coin holders would demand these stable value coins rather than deposits in a conventional bank? Yes, for several reasons. First, this bank has zero overhead costs (more realistically, its overhead costs are much lower than for a conventional bank) so it is able to offer a higher interest rate on coins than depository banks can offer on deposits, which are similarly riskless. Second, the coins are more useful than deposits. A payment can be made with instant finality and can be accompanied by a message that assists in executing the transaction, which is the service that account for the fees charged for payments. Stable value coin producers already are creating novel services that facilitate transactions, which will further increase demand for their coins as media of exchange. For example, if the purchaser wishes to convey selective information about himself during a transaction, that can be done credibly by using verification procedures through the blockchain. A purchaser may wish to convey that he is older than 18 years so that he can engage in gambling online, or may want to convey his state of residence so that he can pay sales taxes on the transaction.
Furthermore, the coin holders gain from the fact that a blockchain payments network is much less vulnerable to cyberattack or hacking than the existing centralized payments network operated by the Fed. That advantage also has positive systemic risk consequences. Eisenbach, Kovner, and Lee (2020) argue that a cyberattack on a member of the existing centralized network will disrupt payments throughout the network, with large spillover effects on other banks and their customers. But because blockchain clearing occurs through a decentralized network, it offers an environment that is much more secure from hacking, and coin holders throughout the blockchain-based network bear less risk from hacking or cyberattacks.
How should governments react to this type of stable value coin issuing bank? Its existence adds to systemic stability for several reasons. First, coin holders bear no risk of default and there is no possibility of a run. Second, the systemic risk from cyberattack would be lower. Third, an additional systemic risk advantage comes from the absence of insured deposits and the unbundling of lending and clearing. The current bundling of lending with insured deposits has been shown to be a substantial source of systemic risk. Insuring the deposits of banks that engage in risky lending encourages banks to increase their lending risk,23 as evidence across many countries’ and more than a century of experience has demonstrated.24 For example, Brewer (1995) shows that insurance of the deposits of savings and loans in the United States substantially increased the risk taking of those institutions during the 1980s. Gorton and Pennacchi (1992) propose a solution to the problem of deposit insurance funding of loans: banks that provide transactions accounts backed by riskless assets can give consumers the ability to hold riskless balances for payments without creating the systemic risks associated with insuring the deposits of lenders. The stable value coin bank modeled here is an example of such an intermediary.
Fourth, because transactions are executed via blockchain, which permanently records every transaction, regulation can credibly require the bank’s transacting algorithm to contain protocols that minimize the possibilities of money laundering and tax avoidance (which could be required by law and enforced by examination ex post). That could substantially reduce such criminal activities.
So far I have only considered bank policies that result in a riskless stable value coin–issuing bank. Could a risky version of this bank arise in equilibrium (where the stable value coin bank would convert a significant fraction of its cash assets into risky assets)? This seems unlikely. It is hard to see why that would appeal to coin holders. The stable value coin–issuing bank has no obvious comparative advantage in lending or stock picking, so it is not clear why it would seek to substitute loans or stock holdings for Treasury bills. If the bank were to buy a diversified portfolio of stocks with some of its cash assets, that would make coin balances riskier with no obvious gain to consumers given that the coin holders can purchase shares on the same terms if they so desire. Most importantly, people generally like to keep low-risk transaction balances separate from their long-term risky asset holdings (this is a defining characteristic of payments-related balances held by firms and consumers throughout the ages).25 Furthermore, setting up a risky stable value coin bank likely would not appeal to the bank’s organizers either; note that my model assumes that if the bank is unable to meet its contractual commitment in the secondary market, the preexisting shareholders of the bank would forfeit all of their common stock.
Even if I am missing some reason why a risky version of a stable value coin bank might appeal to coin holders and bank organizers, such a bank would not create any new risks for the rest of the economy from losses it incurs. In contrast, traditional depository banks do magnify risk in the economy when they suffer losses on their portfolios, especially through withdrawal pressures as a consequence of those losses (Calomiris and Wilson 2004), which can lead them to curtail the supply of lending, liquidate risky assets, and reduce the prices of the risky assets being liquidated. Recall that the stable value coin bank modeled here operates under a coin writedown protocol that automatically converts preexisting coins into new coins (of lower value). Thus, even if a risky stable value coin bank were created for some reason I cannot fathom, given that it does not rely on redeemable deposits, it would not contribute to systemic risk in the way that standard depository banks do.
If transactions balances are withdrawn from traditional banks and converted into stable value coins, will that undermine the ability of banks to lend? For example, Calomiris and Kahn (1991) show that lenders might need to establish traditional banking structures funded with the discipline of redeemable or short-term debt. First, as discussed earlier, improvements in information technology may have mitigated the theoretical motivations that drive this contracting structure of bundled intermediation. Second, if lenders still need the discipline from borrowing short-term funds in the market, then that is best provided by risky debt, not insured deposits. Lenders can rely on commercial paper or repo, as many finance companies and hedge funds have done since the 1960s. Here again, efficiency is served by unbundling lending from payments, and stable value coins offer a means of improving transacting. I see no gain to be had from preventing that.
In summary, a payments system founded on sound business models for stable value coins, operating via a decentralized blockchain network, would reduce transaction costs, increase payment speed, reduce hacking risks, raise interest paid on accounts, and allow new services (such as the communication of information about the payer) to be provided efficiently. That decentralized network would also lower systemic risk and reduce criminal activity.
Should the OCC and state banking authorities charter stable value coin banks like those that are modeled here? Although the details of the OCC’s chartering policy remain a subject for study and ongoing debate as they gather all the facts about appropriate business models and ways of regulating and supervising these banks, my analysis contributes to the argument in favor of the view that it would be desirable to allow such banks to obtain national bank charters. Chartering them would allow banks’ customers to gain from credible examination of their algorithms and accounting and managerial skills. By encouraging shadow banks of all kinds (including stable coin banks) into the chartered system, examination can ensure that consumers are not taken advantage of by unscrupulous, dishonest, or misleading practices. The government would also gain because examination would ensure that the bank’s algorithms comply with laws against money laundering and tax evasion and that its accounting is honest.
Will some stable value banks be willing to join the ranks of chartered banks? I think so. First, they would reap the advantages from having examinations help them build market credibility for their algorithms and managerial practices. And a national bank charter, in particular, helps banks to expand their market reach across state lines. Finally, stable value coin banks, like other novel banks whose business models do not require that they borrow deposits, will be able to reap those advantages while avoiding some of the regulatory apparatus that makes traditional banking more costly. For example, a national bank that avoids issuing deposits does not have to be regulated by the FDIC or obtain deposit insurance (which is superfluous to it). A nondeposit bank also can be owned by a holding company without having to face the regulatory burdens of Fed oversight (which in many cases also would be superfluous, given the simple business models of stable value coin banks). It would be regulated by the OCC, but some of the costs of OCC regulation would be reduced for nondepository banks. For example, nondepository banks are not subject to the Community Reinvestment Act. The gains from avoiding those various regulatory burdens largely would accrue to consumers (recall that regulatory costs are one of the barriers that prevent traditional banks from serving small-dollar bank customers affordably). I conclude that stable value coin bankers, their customers, and the government all stand to gain from chartering stable value banks. The same logic that favors the chartering of unbundled fintech banks today likely also applies to stable value coin banks in the future.