Exclusion systems preserve host cell homeostasis and fitness, ensuring successful dissemination of conjugative plasmids and associated resistance genes

Plasmid conjugation is a major driver of antibiotic resistance dissemination in bacteria. In addition to genes required for transfer and maintenance, conjugative plasmids encode exclusion systems that prevent host cells from acquiring identical or redundant plasmids. Despite their ubiquity, the biological impact of these systems remains poorly understood. Here, we investigate the importance of the exclusion mechanism for plasmid dynamics and bacterial physiology at the single-cell level. Using real-time microscopy, we directly visualize how the absence of exclusion results in plasmid unregulated self-transfer, causing continuous and repeated plasmid exchange among host cells. This runaway conjugation severely compromises cell integrity, viability, and fitness, a largely undescribed phenomenon termed lethal zygosis. We demonstrate that lethal zygosis is associated with membrane stress, activation of the SOS response, and potential reactivation of SOS-inducible prophages, as well as chromosome replication and segregation defects. This study highlights how exclusion systems maintain host cell homeostasis by limiting plasmid transfer. Paradoxically, this restriction is critical to the successful dissemination of conjugative plasmids by conferring a selective advantage, which explains their evolutionary conservation and underscores their role in the spread of antibiotic resistance among pathogenic bacteria.

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Publication Details

Journal
Nucleic Acids Research
Published
2025-08-29
DOI
https://doi.org/10.1093/nar/gkaf898
Citations
4
Primary Topic
Antibiotic Resistance in Bacteria
Type
article
Field-Weighted Citation Impact
2.36
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article

Exclusion systems preserve host cell homeostasis and fitness, ensuring successful dissemination of conjugative plasmids and associated resistance genes

Christian Lesterlin, Nathan Fraikin, Agathe Couturier
4 citations
Nucleic Acids Research
Antibiotic Resistance in Bacteria
2.36
article

Exclusion systems preserve host cell homeostasis and fitness, ensuring successful dissemination of conjugative plasmids and associated resistance genes

Christian Lesterlin, Nathan Fraikin, Agathe Couturier
article en
4 citations

Abstract

Plasmid conjugation is a major driver of antibiotic resistance dissemination in bacteria. In addition to genes required for transfer and maintenance, conjugative plasmids encode exclusion systems that prevent host cells from acquiring identical or redundant plasmids. Despite their ubiquity, the biological impact of these systems remains poorly understood. Here, we investigate the importance of the exclusion mechanism for plasmid dynamics and bacterial physiology at the single-cell level. Using real-time microscopy, we directly visualize how the absence of exclusion results in plasmid unregulated self-transfer, causing continuous and repeated plasmid exchange among host cells. This runaway conjugation severely compromises cell integrity, viability, and fitness, a largely undescribed phenomenon termed lethal zygosis. We demonstrate that lethal zygosis is associated with membrane stress, activation of the SOS response, and potential reactivation of SOS-inducible prophages, as well as chromosome replication and segregation defects. This study highlights how exclusion systems maintain host cell homeostasis by limiting plasmid transfer. Paradoxically, this restriction is critical to the successful dissemination of conjugative plasmids by conferring a selective advantage, which explains their evolutionary conservation and underscores their role in the spread of antibiotic resistance among pathogenic bacteria.

Nucleic Acids ResearchVol. 53(17)
Université Claude Bernard Lyon 1 (FR), Centre National de la Recherche Scientifique (FR), Inserm (FR), Lyon College (US), Centre de Recherche en Neurosciences de Lyon (FR), Structural and Molecular Basis of Infectious Systems (FR)
Openalex Percentile: Top 10%
Antibiotic Resistance in Bacteria
2.36
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