Common Enterprise Theory
Common enterprise theory is a component of the Howey Test that examines whether an investor's fortune is tied to the success of a common venture. It typically involves either horizontal or vertical commonality.
Horizontal commonality exists when investors pool their funds, and their returns are linked to the success of the entire pool. Vertical commonality exists when the investor's success is tied to the expertise or efforts of the promoter.
In crypto, this theory is used to argue that token holders share a common destiny with the project developers. If a project's token price depends on the developer's ongoing efforts to improve the network, regulators often see this as evidence of a common enterprise.
Projects attempt to mitigate this by creating networks where individual utility does not depend on the centralized efforts of the founding team. Understanding this theory is essential for analyzing the legal risks associated with token investments.
It helps distinguish between purely decentralized protocols and those functioning as centralized investment vehicles. This concept remains a critical factor in legal arguments regarding the status of various digital assets.