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  <type>event</type>
  <uid>
    <user id="27707"><![CDATA[27707]]></user>
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  <created>1733862856</created>
  <changed>1733862883</changed>
  <title><![CDATA[PhD Defense by Benton Jaco]]></title>
  <body><![CDATA[<p><img 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width="362" height="74"></p><p>&nbsp;</p><p>&nbsp;</p><p>In partial fulfillment of the requirements for the degree of</p><p>&nbsp;</p><p>Master of Science in Biology</p><p>in the</p><p>School of Biological Sciences</p><p>&nbsp;</p><p><strong>Benton Jaco</strong></p><p>&nbsp;</p><p>Will defend his thesis</p><p>&nbsp;</p><p><strong>METABOLOMIC ANALYSIS OF PREDATOR URINE FOR ENHANCING OYSTER SHELL STRENGTH AND ECOLOGICAL IMPLICATIONS</strong></p><p>&nbsp;</p><p><strong>13, December 2024</strong></p><p>2:00 PM</p><p><a href="https://teams.microsoft.com/l/meetup-join/19%3ameeting_Y2JjY2Y0OWItOGEwYS00N2JjLWE0ZDgtMTIwYzcyYjU1ZjE5%40thread.v2/0?context=%7b%22Tid%22%3a%22482198bb-ae7b-4b25-8b7a-6d7f32faa083%22%2c%22Oid%22%3a%22daaaa80b-2822-4d7d-be7e-b132cd9467c9%22%7d">https://teams.microsoft.com/l/meetup-join/19%3ameeting_Y2JjY2Y0OWItOGEwYS00N2JjLWE0ZDgtMTIwYzcyYjU1ZjE5%40thread.v2/0?context=%7b%22Tid%22%3a%22482198bb-ae7b-4b25-8b7a-6d7f32faa083%22%2c%22Oid%22%3a%22daaaa80b-2822-4d7d-be7e-b132cd9467c9%22%7d</a></p><p>&nbsp;</p><p><strong>Thesis Advisor:</strong></p><p>Dr. Julia Kubanek</p><p>School of Biological Sciences</p><p>Georgia Institute of Technology</p><p>&nbsp;</p><p><strong>Committee Members:</strong></p><p>Dr. Marc Weissburg</p><p>School of Biological Sciences</p><p>Georgia Institute of Technology</p><p>&nbsp;</p><p>Dr. Facundo Fernandez</p><p>School of Chemistry and Biochemistry</p><p>Georgia Institute of Technology</p><p>&nbsp;&nbsp;</p><p><strong>Abstract:&nbsp;</strong></p><p>This thesis explores the role of metabolites in blue crab urine that enhance oyster shell strength, with downstream opportunity to address the ecological and economic challenges posed by declining oyster (<em>Crassostrea virginica</em>) populations in the Gulf of Mexico gulf oyster. Gulf oysters are essential to Gulf Coast ecosystems, providing water filtration, carbon sequestration, and coastal protection while supporting a significant industry. However, populations have declined by up to 85% due to overfishing, habitat loss, pollution, disease, predation, and climate change.</p><p>Using integrated spectroscopic analyses and database matching, along with oyster growth assays, the study identified a metabolite in blue crab urine that promotes oyster shell strengthening. The study focused on the metabolite most important for oyster shell strengthening based on prior partial least squares regression analysis of mass spectrometric metabolomic data. 3-(1-methyl-<em>1H</em>-imidazol-4-yl) propanoic acid was identified as the primary contributor to this effect, with structurally similar molecules, 3-(1-methyl-<em>1H</em>-imidazol-2-yl) propanoic acid and 3-(1-methyl-<em>1H</em>-imidazol-5-yl) propanoic acid observed in aquarium oyster growth assays to induce similar levels of shell strengthening. This generalized strengthening response reflects oysters’ adaptive strategy as r-selected species, which respond broadly to predator-associated cues.</p><p>The findings suggest that applying these chemical cues in oyster hatcheries could help produce a robust oyster spat more resistant to predation. Additionally, the study highlights the increasing power of metabolomic techniques to identify natural products in complex biological samples. Future research should employ and enhance these methods to enable the rapid identification of unknown compounds, which could be applied to conservation efforts to assist in the restoration of populations such as gulf oyster populations.</p><p>&nbsp;</p><p>&nbsp;</p><p>&nbsp;</p>]]></body>
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