• Login
Search 
  • DASH Home
  • Faculty of Arts and Sciences
  • Search
  • DASH Home
  • Faculty of Arts and Sciences
  • Search
JavaScript is disabled for your browser. Some features of this site may not work without it.

Browse

All of DASH
  • Communities & Collections
  • By Issue Date
  • Author
  • Title
  • Keyword
  • FAS Department
This Community
  • By Issue Date
  • Author
  • Title
  • Keyword
  • FAS Department

Submitters

  • Login
  • Quick submit
  • Waiver Generator

Filter

Author
  • Nowak, Martin (4)
  • Taylor, Christine (3)
  • Fudenberg, Drew (1)
  • Iwasa, Yoh (1)
  • Jackson, Joe (1)
  • Lieberman, Erez (1)
  • Michel, Jean-Baptiste (1)
  • Sasaki, Akira (1)
  • Tang, Tina (1)
Keyword
  • detailed balance condition (1)
  • evolutionary game dynamics (1)
  • evolutionary games (1)
  • evolutionary stability (1)
  • finite populations (1)
  • fixation time (1)
  • Moran process (1)
  • non-uniform interaction rates (1)
  • prisoner's dilemma (1)
  • replicator dynamics (1)
  • ... View More
FAS Department
  • Human Evolutionary Biology$:$ (4)
  • Mathematics$:$ (4)
Date Issued
  • 2006 (2)
  • 2004 (1)
  • 2007 (1)

About

  • About DASH
  • DASH Stories
  • DASH FAQs
  • Accessibility
  • COVID-related Research
  • Terms of Use
  • Privacy Policy

Statistics

  • By Schools
  • By Collections
  • By Departments
  • By Items
  • By Country
  • By Authors

Search

Show Advanced FiltersHide Advanced Filters

Filters

Use filters to refine the search results.

Now showing items 1-4 of 4

  • Sort Options:
  • Relevance
  • Title Asc
  • Title Desc
  • Issue Date Asc
  • Issue Date Desc
  • Results Per Page:
  • 5
  • 10
  • 20
  • 40
  • 60
  • 80
  • 100
Thumbnail

A Symmetry of Fixation Times in Evoultionary Dynamics 

Taylor, Christine Jiayou; Iwasa, Yoh; Nowak, Martin A. (Elsevier, 2006)
In this paper, we show that for evolutionary dynamics between two types that can be described by a Moran process, the conditional fixation time of either type is the same irrespective of the selective scenario. With frequency ...
Thumbnail

Evolutionary Game Dynamics in Finite Populations 

Taylor, Christine Jiayou; Fudenberg, Drew; Sasaki, Akira; Nowak, Martin A. (Springer Verlag, 2004)
We introduce a model of stochastic evolutionary game dynamics in finite populations which is similar to the familiar replicator dynamics for infinite populations. Our focus is on the conditions for selection favoring the ...
Thumbnail

Quantifying the Evolutionary Dynamics of Language 

Lieberman, Erez; Michel, Jean-Baptiste; Jackson, Joe; Tang, Tina; Nowak, Martin A. (Nature Publishing Group, 2007)
Human language is based on grammatical rules. Cultural evolution allows these rules to change over time. Rules compete with each other: as new rules rise to prominence, old ones die away. To quantify the dynamics of language ...
Thumbnail

Evolutionary Game Dynamics with Non-Uniform Interaction Rates 

Taylor, Christine Jiayou; Nowak, Martin A. (Elsevier, 2006)
The classical setting of evolutionary game theory, the replicator equation, assumes uniform interaction rates. The rate at which individuals meet and interact is independent of their strategies. Here we extend this framework ...

Filter

Author
  • Nowak, Martin (4)
  • Taylor, Christine (3)
  • Fudenberg, Drew (1)
  • Iwasa, Yoh (1)
  • Jackson, Joe (1)
  • Lieberman, Erez (1)
  • Michel, Jean-Baptiste (1)
  • Sasaki, Akira (1)
  • Tang, Tina (1)
Keyword
  • detailed balance condition (1)
  • evolutionary game dynamics (1)
  • evolutionary games (1)
  • evolutionary stability (1)
  • finite populations (1)
  • fixation time (1)
  • Moran process (1)
  • non-uniform interaction rates (1)
  • prisoner's dilemma (1)
  • replicator dynamics (1)
  • ... View More
FAS Department
  • Human Evolutionary Biology$:$ (4)
  • Mathematics$:$ (4)
Date Issued
  • 2006 (2)
  • 2004 (1)
  • 2007 (1)

e: osc@harvard.edu

t: +1 (617) 495 4089

Creative Commons license‌Creative Commons Attribution 4.0 International License

Except where otherwise noted, this work is subject to a Creative Commons Attribution 4.0 International License, which allows anyone to share and adapt our material as long as proper attribution is given. For details and exceptions, see the Harvard Library Copyright Policy ©2022 Presidents and Fellows of Harvard College.

  • Follow us on Twitter
  • Contact
  • Harvard Library
  • Harvard University