2019
DOI: 10.1534/genetics.119.302679
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Diverse DNA Sequence Motifs Activate Meiotic Recombination Hotspots Through a Common Chromatin Remodeling Pathway

Abstract: Homologous recombination is induced to high levels in meiosis and is clustered at hotspots that regulate its frequency and distribution in the genome. By studying five different classes of DNA sequence-dependent recombination hotspots in the fission yeast...

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Cited by 17 publications
(12 citation statements)
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“…This fact further supports the claim that phosphorylation of Atf1 by Sty1, either at the canonical S/TP sites or at so far unidentified residues, is the key molecular event causing activation of the TF. In all these genes/scenarios, Atf1 seems to be the only TF promoting transcription or recombination, and we propose that phosphorylation at canonical or non-canonical sites is sufficient to trigger a TF-mediated opening of the chromatin at those specific chromosomal locations, maybe by recruiting the Spt-Ada-Gcn5 acetyltransferase (SAGA) complex which has been demonstrated to regulate stress genes [48], ste11 [49] and recombination at ade6-M26 [38,50]. Another possibility, the Sty1-dependent modification of Atf1 by a mechanism other than phosphorylation, could also explain why Sty1 is required for the activity of Atf1.10M; nevertheless, enzymatic properties other than kinase have never been attributed to this family of enzymes.…”
Section: Discussionmentioning
confidence: 96%
“…This fact further supports the claim that phosphorylation of Atf1 by Sty1, either at the canonical S/TP sites or at so far unidentified residues, is the key molecular event causing activation of the TF. In all these genes/scenarios, Atf1 seems to be the only TF promoting transcription or recombination, and we propose that phosphorylation at canonical or non-canonical sites is sufficient to trigger a TF-mediated opening of the chromatin at those specific chromosomal locations, maybe by recruiting the Spt-Ada-Gcn5 acetyltransferase (SAGA) complex which has been demonstrated to regulate stress genes [48], ste11 [49] and recombination at ade6-M26 [38,50]. Another possibility, the Sty1-dependent modification of Atf1 by a mechanism other than phosphorylation, could also explain why Sty1 is required for the activity of Atf1.10M; nevertheless, enzymatic properties other than kinase have never been attributed to this family of enzymes.…”
Section: Discussionmentioning
confidence: 96%
“…Fusion of Spo11 to Gal4-BD stimulates DSB formation at >200 sites in mice ( 56 ), and fusion of Spo11 to other DNA site-specific binding proteins, such as Cas9–sgRNA and zinc fingers, results in novel DSB and crossover hotspots in S. cerevisiae ( 63 ). In an alternative approach, introduction of the DNA sequence for binding of each of three transcription factors into the S. pombe ade6 gene results in recombination hotspots dependent on the respective endogenous (unfused) transcription factor ( 10 , 64 ). Similar to previous work in S. cerevisiae that tethered Ssp1, a subunit of the histone-methylating COMPASS complex, to Gal4-BD to create DSB hotspots ( 65 , 66 ), we have created hotspots using the LinE proteins that determine endogenous meiotic hotspots and act before DSB formation.…”
Section: Discussionmentioning
confidence: 99%
“…The determinants of DSB hotspots are not completely known in any case, but multiple factors, both DNA sequence and chromosome-bound proteins, contribute. The binding of certain transcription factors is a major determinant in some cases, but the individual transcription factors tested appear to account for only a small minority of hotspots across the genome ( 8 , 10 ). More general aspects of chromatin structure are also important.…”
Section: Introductionmentioning
confidence: 99%
“…To convert the number of generations into historical time, we assume that one generation occurs every 25 years, on average. Both aforementioned formulas would not be accurate because meiotic recombination frequently occurs at the same hot-spot sites with short nucleotide consensuses [57]. In order to take this phenomenon into account, we added a calibration constant (C) into the two formulas, resulting in the following variations: L = C/(2 × g × r) and L = C/(g × r) respectively.…”
Section: Methodsmentioning
confidence: 99%