English

A Formal Transaction Cost-Based Analysis of the Economic Feasibility of Ecosystems

Theoretical Economics 2024-01-30 v3

Abstract

Ecosystems enjoy increasing attention due to their flexibility and innovative power. It is well known, however, that this type of network-based economic governance structures occupies a potentially unstable position between the two stable (governance) endpoints, namely the firm (i.e., hierarchical governance) and the (open) market (i.e., coordination through the monetary system). This paper develops a formal (mathematical) theory of the economic value of (generic) ecosystem by extending transaction costs economics using certain elements from service-dominant logic. Within a first-best setting of rational actors, we derive analytical solutions for the hub-and-spoke and generic ecosystem configurations under some uniformity assumptions of ecosystem participants. Additionally, we are able to infer a generic condition for the welfare-maximizing and utility-maximizing price of the hub-and-spoke configuration in the familiar form of Lerner indices and elasticities. Relinquishing a first-best rational actors approach, we additionally derive several general propositions on (i) necessary conditions for the economic feasibility of ecosystem-based transactions, (ii) scaling requirements for ecosystem stability, and (iii) a generic feasibility condition for arbitrary provider-consumer ecosystems. Finally, we present an algebraic definition of business ecosystems and relate it to existing informal definition attempts. Thereby we demonstrate that the property of "being an ecosystem" of a network of transacting actors cannot be decided on structural grounds alone.

Keywords

Cite

@article{arxiv.2310.03157,
  title  = {A Formal Transaction Cost-Based Analysis of the Economic Feasibility of Ecosystems},
  author = {Christoph F. Strnadl},
  journal= {arXiv preprint arXiv:2310.03157},
  year   = {2024}
}

Comments

Significantly enhanced version. Corrected very few isolated (mathematical) typos, 24 pages, 2 figures, 8 propositions (with proofs), 27 references