| Literature DB >> 27999589 |
Alejandra Gomez-Perez1, Pavlo Kyryakov1, Michelle T Burstein1, Nimara Asbah1, Forough Noohi1, Tania Iouk1, Vladimir I Titorenko1.
Abstract
Exogenously added lithocholic bile acid and some other bile acids slow down yeast chronological aging by eliciting a hormetic stress response and altering mitochondrial functionality. Unlike animals, yeast cells do not synthesize bile acids. We therefore hypothesized that bile acids released into an ecosystem by animals may act as interspecies chemical signals that generate selective pressure for the evolution of longevity regulation mechanisms in yeast within this ecosystem. To empirically verify our hypothesis, in this study we carried out a three-step process for the selection of long-lived yeast species by a long-term exposure to exogenous lithocholic bile acid. Such experimental evolution yielded 20 long-lived mutants, three of which were capable of sustaining their considerably prolonged chronological lifespans after numerous passages in medium without lithocholic acid. The extended longevity of each of the three long-lived yeast species was a dominant polygenic trait caused by mutations in more than two nuclear genes. Each of the three mutants displayed considerable alterations to the age-related chronology of mitochondrial respiration and showed enhanced resistance to chronic oxidative, thermal, and osmotic stresses. Our findings empirically validate the hypothesis suggesting that hormetic selective forces can drive the evolution of longevity regulation mechanisms within an ecosystem.Entities:
Keywords: aging; ecosystems; evolution; longevity; longevity regulation mechanisms; natural aging-delaying compounds; yeast
Year: 2016 PMID: 27999589 PMCID: PMC5138192 DOI: 10.3389/fgene.2016.00216
Source DB: PubMed Journal: Front Genet ISSN: 1664-8021 Impact factor: 4.599
The fraction of long-lived mutants in a population of yeast is expected to be increased by the end of each of the three consecutive steps during the LCA-driven selection of yeast species that live longer.
| If the frequency of mutation is: | Enrichment factor for long-lived mutants | The fraction of long-lived mutants and their number in a population of yeast by the end of each of the three consecutive steps of LCA-driven experimental evolution | |
|---|---|---|---|
| Fraction | Number | ||
| 10-8 per generation | 102 | Step 1: [10-8 × 45 generations (gen.)] × 102 = 4.5 × 10-5 | 4–5 out of 100,000 |
| Step 2: [(4.5 × 10-5) + (10-8 × 45 gen.)] × 102 ≈ 4.5 × 10-3 | 4–5 out of 1,000 | ||
| Step 3: [(4.5 × 10-3) + (10-8 × 45 gen.)] × 102 ≈ 4.5 × 10-1 | 4–5 out of 10 | ||
| 10-7 per generation | 102 | Step 1: (10-7 × 45 gen.) × 102 = 4.5 × 10-4 | 4–5 out of 10,000 |
| Step 2: [(4.5 × 10-4) + (10-7 × 45 gen.)] × 102 ≈ 4.5 × 10-2 | 4–5 out of 1,000 | ||
| Step 3: [(4.5 × 10-2) + (10-7 × 45 gen.)] × 102 ≈ 4.5 × 100 | All | ||
| 10-6 per generation | 102 | Step 1: (10-6 × 45 gen.) × 102 = 4.5 × 10-3 | 4–5 out of 1,000 |
| Step 2: [(4.5 × 10-3) + (10-6 × 45 gen.)] × 102 ≈ 4.5 × 10-1 | 4–5 out of 10 | ||
| Step 3: [(4.5 × 10-1) + (10-6 × 45 gen.)] × 102 ≈ 4.5 × 101 | All | ||