Papers
Topics
Authors
Recent
Search
2000 character limit reached

Invention as a Combinatorial Process: Evidence from U.S. Patents

Published 11 Jun 2014 in physics.soc-ph and cs.SI | (1406.2938v1)

Abstract: Invention has been commonly conceptualized as a search over a space of combinatorial possibilities. Despite the existence of a rich literature, spanning a variety of disciplines, elaborating on the recombinant nature of invention, we lack a formal and quantitative characterization of the combinatorial process underpinning inventive activity. Here we utilize U.S. patent records dating from 1790 to 2010 to formally characterize the invention as a combinatorial process. To do this we treat patented inventions as carriers of technologies and avail ourselves of the elaborate system of technology codes used by the U.S. Patent Office to classify the technologies responsible for an invention's novelty. We find that the combinatorial inventive process exhibits an invariant rate of "exploitation" (refinements of existing combinations of technologies) and "exploration" (the development of new technological combinations). This combinatorial dynamic contrasts sharply with the creation of new technological capabilities -- the building blocks to be combined -- which has significantly slowed down. We also find that notwithstanding the very reduced rate at which new technologies are introduced, the generation of novel technological combinations engenders a practically infinite space of technological configurations.

Citations (232)

Summary

  • The paper demonstrates that 77% of patents involve multiple technology codes, emphasizing combinatorial innovation in patent development.
  • It employs the U.S. Patent Office's classification system to explore the dynamics of technology exploitation and the introduction of new combinations.
  • The findings reveal that despite a slowdown in new technological functionalities, the recombination of existing technologies continually expands inventive possibilities.

Invention as a Combinatorial Process: Analyzing U.S. Patents

The paper offers a formal and quantitative characterization of the notion that invention can be understood as a combinatorial process. Through an extensive analysis of U.S. patent records from 1790 to 2010, the study explores how inventions, seen as carriers of technology, exploit existing technologies while also exploring new combinations. The research highlights that although the development of new technological capabilities has decelerated markedly, the space for creating novel technological combinations remains nearly infinite.

The essence of this research lies in treating patented inventions as assemblages of technologies, utilizing the U.S. Patent Office's technology classification system to study these technologies. This system allows for an investigation into the combinatorial dynamics of invention, particularly focusing on the rate of combination ("exploitation") and the introduction of new combinations ("exploration"). Despite the slow introduction of new technologies, inventive activity continues to generate a vast array of new configurations.

Significant findings underscore that 77% of all patents involve the combination of at least two technology codes, which indicates the prevalence of combinatorial processes in inventive activities. Moreover, the research asserts a historical trend: as the complexity of inventions increases, so does the mean number of technology codes employed per patent.

Among the paper's pivotal insights is the relationship between the multitude of possible combinations of technological capabilities and the envisioned technological space. The authors posit a linear growth in new combinations relative to total patents, indicating a sustained rate of novel combinatorial inventiveness irrespective of a slowdown in new technological functionalities. This suggests a robust mechanism within the inventive process that doesn't solely rely on technological novelty but also significantly on novel recombination of existing technologies.

The examination also explores the patterns of technological reuse, noting a skewed distribution for the intensity of use of both individual technologies and combinations, contrasting sharply with a random model. The authors propose the lack of strong "first mover advantage" in technological reuse, revealing that historical availability does not necessarily correlate with frequency of reuse.

Furthermore, the paper discusses the operationalization of concepts such as "narrow" and "broad" technological combinations, differentiating combinations of related technologies from those of distinct domains. The study reveals an intriguing temporal shift, with technological combinations transitioning from relatively narrow to broad post-WWII, before reverting back around the 1970s.

In terms of broader implications, this research illustrates that the modern landscape of invention can indeed be understood through the lens of combinatorial processes. Such insights contribute to a deeper understanding of technological evolution, drawing parallels with biological evolution and suggesting areas for further research into technological trajectories and institutional influences on innovation.

The implications are manifold, both in a practical context of guiding inventive activity and in the theoretical domain where it informs models of technological change by integrating combinatorial and evolutionary frameworks. As such, the study paints a detailed picture of the dynamic and multi-faceted process of invention, highlighting the importance and viability of intricate combinatorial processes amid limited introduction of new technologies. Future explorations could extend these insights to analyze technological spaces and investigate constraints that dictate which combinations are successful, thus expanding the understanding of both technological evolution and its drivers.

Paper to Video (Beta)

No one has generated a video about this paper yet.

Whiteboard

No one has generated a whiteboard explanation for this paper yet.

Open Problems

We haven't generated a list of open problems mentioned in this paper yet.

Continue Learning

We haven't generated follow-up questions for this paper yet.

Collections

Sign up for free to add this paper to one or more collections.