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Updated: Apr 28, 2026

How to Create and Use Binocular Rivalry
Published on: November 10, 2010
Functional variation in sensitivity to cues that a partner is cheating with a rival
Katherine N Hanson Sobraske1, Steven J C Gaulin, James S Boster
1Department of Anthropology, University of California, Santa Barbara, Santa Barbara, CA, 93106-3210, USA, k_n_hanson@umail.ucsb.edu.
Individuals at high risk of a partner's mixed reproductive strategy (MRS) are more attentive to rivals. This heightened awareness helps mitigate costs associated with a partner's mating behaviors.
Area of Science:
- Evolutionary Psychology
- Human Mating Strategies
- Behavioral Ecology
Background:
- Romantic partners' mixed reproductive strategies (MRS) can incur costs.
- Individual vulnerability to these costs varies based on rival characteristics.
- Selection pressures favor anticipatory responses to mitigate or avoid MRS costs.
Purpose of the Study:
- To investigate whether individuals at higher risk of a partner's MRS exhibit greater attentiveness to cues of such strategies.
- To explore the role of rival qualities in influencing attentiveness to a partner's MRS.
Main Methods:
- Utilized a successive-pile-sort method to derive similarity judgments.
- Conducted a study with over 1,300 participants (students and community members).
- Assessed risk based on the number and attractiveness of potential rivals.
Main Results:
- Individuals at high risk (women with many accessible rivals, men with more attractive rivals) showed increased attentiveness to MRS cues.
- The prediction that higher risk correlates with greater attentiveness was supported.
- Findings align with research on selection pressures from romantic rivals.
Conclusions:
- Attentiveness to a partner's mixed reproductive strategy is influenced by perceived risk and rival characteristics.
- Evolutionary pressures shape vigilance towards potential mating competition.
- Understanding these dynamics offers insights into human mate guarding and relationship maintenance.
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Theory of Attribution II: Kelley's Covariation Theory
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