| Literature DB >> 30926631 |
James B Hittner1, Almira L Hoogesteijn2, Jeanne M Fair3, Marc Hv van Regenmortel4, Ariel L Rivas5.
Abstract
Entities:
Mesh:
Year: 2019 PMID: 30926631 PMCID: PMC6446201 DOI: 10.15252/embr.201847647
Source DB: PubMed Journal: EMBO Rep ISSN: 1469-221X Impact factor: 8.807
Figure 1The knowledge explosion
The number of publications reported by the Web of Science™ under the keywords “medicine”, “engineering”, or “toxicology” is expressed as counts/year (A–C) or percentage of all publications released between 1949 and 2017 (D–F). All investigated fields exhibited an exponential growth (A–C). If, in 1950, the average researcher read 2 h/week to remain updated with the scientific literature, a similar researcher, in 2016, should have read 162.4 × 2 = 324.8 h/week (41,417/255) if his/her field was Medicine (A); 1,060.6 h/week (530.3 × 2) if the area of work was Engineering (B); or 168.8 h/week (84.4 × 2) if involved in Toxicology (C). Knowledge production grows so fast that, in Medicine, 38.6% of all publications generated since 1949 were produced in the last 5 years (D). A similar trend is observed in Engineering and Toxicology, where publications released in the last 5 years represented 40.2 and 29.2% of all works disseminated since 1949, respectively (E, F).
Figure 2The benefit/cost ratio of trans‐disciplinary translations based on double training
Five circles represent five individuals (AB, BC,…AE), who possess a double training. They cover a total of five disciplines (A, B,…E). Because each discipline is shared by two individuals, communications across different disciplines are facilitated by people familiar with the concepts and lexicons of two fields. Such translations induce new disciplinary configurations, which exceed the number of primary (input) disciplines while costs decrease. In this example, the number of possible cognitive combinations is 20: (1) AB, (2) BC, (3) CD, (4) DE, (5) AE, as well as (6) AC (links between AB and BC), (7) AD (links between AB, BC, and CD), (8) BD (links between BC and CD), (9) BE (links between BC, AB, and AE), (10) CE (links between CD and DE), (11) ABC (links between AB and BC), (12) ABD (links between AB, BC and CD), (13) ABE (links between AB and DE), (14) BCD (links between BC and CD), (15) BDE (links between BC, CD, and AE), (16) CDE (links between CD and DE), (17) ABCD (links between AB, BC, and CD), (18) ABCE (links between AB, BC, and DE), (19) BCDE (links between BC, CD, and DE), and (20) ABCDE (links between AB, BC, CD, and DE). Assuming that double training costs twice higher than average (2 cost units/individual), the training cost for 5 individuals is 10 units. Therefore, in this example, the benefit/cost ratio (20/10) is equal to 2. If, instead, only the first three individuals were considered (AB, BC, and CD), who covered four disciplines (A, B, C, D), the number of possible cognitive combinations would be 10: (1) AB, (2) BC, (3) CD, as well as (4) AC (links between AB and BC), (5) AD (links between AB, BC, and CD), (6) BD (links between BC and CD), (7) ABC (links between AB and BC), (8) ABD (links between AB, BC, and CD), (9) BCD (links between BC and CD), and (10) ABCD (links between AB, BC, and CD). Considering the same assumptions (double training costs twice higher than average), the training cost for 3 individuals would be 6 units. Thus, in the second example, the benefit/cost ratio would be (10/6) 1.67. Therefore, a 67% ([5–3]/3 or 2/3) increase in doubly trained personnel—example 1 minus example 2—results in a 100% (20/10) increase in combinations and a 33% increase in the benefit/cost ratio. In other words, the larger the number of disciplinary combinations, the lower the cost of interdisciplinary translations, and the greater the benefit/cost ratio. Designs that promote understanding across fields are both needed and more economical than alternatives.