How Multiple Business Models Shape Performance in Small and Medium-Sized Enterprises

  • Michail Xenakis — The American College of Greece, GreeceORCID
  • Alexandros Papalexandris — Athens University of Economics and Business, GreeceORCID
  • Dimitris Manolopoulos — Athens University of Economics and Business, GreeceORCID
  • Konstantinos Kostopoulos — University of Piraeus, GreeceORCID
Type
Conference abstract · Open access
Part of
6th Current Issues in Business and Economic Studies (CIBES) Conference – Abstract Book
Published
12 September 2026
Pages
p. 40
DOI
10.66414/mlabs.9706
Licence
CC BY-NC 4.0
Copyright
© 2026 The Author(s)

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Abstract

This study examines how small and medium-sized enterprises (SMEs) that operate multiple business models (BMs) can configure their BM portfolios to achieve superior financial performance. Building on the idea that BM portfolios combine distinct value-creation logics, we focus on four portfolio-level design themes, namely, novelty, efficiency, lock-in, and complementarities, and theorize that some configurations generate synergies while overly complex portfolios create managerial burdens that harm performance. Using survey and archival data from 107 UK software SMEs and a fuzzy-set qualitative comparative analysis approach, we identify equifinal configurations associated with high performance. Results show that novelty is a central ingredient of high-performing portfolios and that novelty and efficiency can coexist synergistically when pursued across different BMs. In contrast, portfolios that attempt to combine all four design themes are not associated with high performance, consistent with the view that excessive portfolio complexity imposes attention and coordination costs in resource-constrained firms. The findings shift the lens from optimizing a single BM to designing a coherent BM portfolio and offer actionable guidance to SME leaders on how to prioritize novelty while selectively adding efficiency-oriented designs.

business model portfoliosSMEsnoveltyefficiencyconfiguration theoryfsQCA