{"metadata":{"accession":"PF07227","entry_id":null,"type":"family","go_terms":null,"source_database":"pfam","member_databases":null,"integrated":"IPR032881","hierarchy":null,"name":{"name":"PHD - plant homeodomain finger protein","short":"PHD_Oberon"},"description":[{"text":"<p>PHD_oberon is a plant homeodomain finger domain of Oberon proteins from plants. Oberon is necessary for maintenance and/or establishment of both the shoot and root apical meristems in Arabidopsis. Oberon proteins are made up of a PHD finger domain and a coiled-coil domain.  The PHD-finger domain is found in a wide variety of proteins involved in the regulation of chromatin structure [[cite:PUB00067922]]. Oberon proteins mediate the TMO7 (the direct target of MP) expression through modification of, or binding to, chromatin at the TMO7 locus. TMO7 stands for the target of Monopteros 7 (MP) (or Auxin response factor 7) [[cite:PUB00076514]].</p>","llm":false,"checked":false,"updated":false}],"wikipedia":[{"title":"PHD_finger","extract":"<p>The <b>PHD finger</b> was discovered in 1993 as a Cys<sub>4</sub>-His-Cys<sub>3</sub> motif in the plant homeodomain proteins HAT3.1 in <i>Arabidopsis</i> and maize ZmHox1a. \nThe PHD zinc finger motif resembles the metal binding RING domain (Cys<sub>3</sub>-His-Cys<sub>4</sub>) and FYVE domain. It occurs as a single finger, but often in clusters of two or three, and it also occurs together with other domains, such as the chromodomain and the bromodomain.</p>","thumbnail":"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"}],"literature":{"PUB00076514":{"PMID":22378640,"ISBN":null,"volume":"139","issue":"8","year":2012,"title":"Control of embryonic meristem initiation in Arabidopsis by PHD-finger protein complexes.","URL":null,"raw_pages":"1391-8","medline_journal":"Development","ISO_journal":"Development","authors":["Saiga S","Moller B","Watanabe-Taneda A","Abe M","Weijers D","Komeda Y."],"DOI_URL":"http://dx.doi.org/10.1242/dev.074492"},"PUB00067922":{"PMID":18403411,"ISBN":null,"volume":"135","issue":"10","year":2008,"title":"The Arabidopsis OBERON1 and OBERON2 genes encode plant homeodomain finger proteins and are required for apical meristem maintenance.","URL":null,"raw_pages":"1751-9","medline_journal":"Development","ISO_journal":"Development","authors":["Saiga S","Furumizu C","Yokoyama R","Kurata T","Sato S","Kato T","Tabata S","Suzuki M","Komeda 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