A quantitative formulation of biology's first law.

dc.contributor.author

McShea, Daniel W

dc.contributor.author

Wang, Steve C

dc.contributor.author

Brandon, Robert N

dc.date.accessioned

2023-11-12T12:59:30Z

dc.date.available

2023-11-12T12:59:30Z

dc.date.issued

2019-06

dc.date.updated

2023-11-12T12:59:28Z

dc.description.abstract

The zero-force evolutionary law (ZFEL) states that in evolutionary systems, in the absence of forces or constraints, diversity and complexity tend to increase. The reason is that diversity and complexity are both variance measures, and variances tend to increase spontaneously as random events accumulate. Here, we use random-walk models to quantify the ZFEL expectation, producing equations that give the probabilities of diversity or complexity increasing as a function of time, and that give the expected magnitude of the increase. We produce two sets of equations, one for the case in which variation occurs in discrete steps, the other for the case in which variation is continuous. The equations provide a way to decompose actual trajectories of diversity or complexity into two components, the portion due to the ZFEL and a remainder due to selection and constraint. Application of the equations is demonstrated using real and hypothetical data.

dc.identifier.issn

0014-3820

dc.identifier.issn

1558-5646

dc.identifier.uri

https://hdl.handle.net/10161/29366

dc.language

eng

dc.publisher

Wiley

dc.relation.ispartof

Evolution; international journal of organic evolution

dc.relation.isversionof

10.1111/evo.13735

dc.subject

Probability

dc.subject

Biology

dc.subject

Models, Biological

dc.subject

Biological Evolution

dc.title

A quantitative formulation of biology's first law.

dc.type

Journal article

duke.contributor.orcid

McShea, Daniel W|0000-0001-9398-0025

pubs.begin-page

1101

pubs.end-page

1115

pubs.issue

6

pubs.organisational-group

Duke

pubs.organisational-group

Trinity College of Arts & Sciences

pubs.organisational-group

Biology

pubs.organisational-group

Philosophy

pubs.organisational-group

Institutes and Provost's Academic Units

pubs.organisational-group

Initiatives

pubs.organisational-group

Duke Science & Society

pubs.publication-status

Published

pubs.volume

73

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