VCARD VERSION:3.0EMAIL;TYPE=work:jennifer.doleson@jcu.edu.auF:A/PROF JenniverdelsonLOGO:https://research.jcu.edu.au/portfolio/static/c67a8c9cdb3364876e5b0f152fdb6/jcu注意:我对马林E鱼生态学和早期生活史有广泛兴趣,并有可能切换处理未来cli迄今我的大部分研究侧重于气候变化对海洋鱼类的生态缺陷行为和物种气候对预测环境变化的潜在作用To tackle these questions \, I use state of the art environmentally controlled research aquariums sy stems that simulate future conditions.    ORG:James Cook University;Marine & Aquaculture Sciences ORG-DIRECTORY:https://jcu.me 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 REV:2023-02-20T10:59:33 SOURCE:https://research.jcu.edu.au/portfolio/jennifer.donelson/vcard TEL;TYPE=work:+61747816291 TITLE:Associate Professor TZ:Australia/Brisbane URL;TYPE=work:https://jcu.me/jennifer.donelson END:VCARD
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