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	<title>Archives des Autres - SFEL - Société française pour l&#039;étude des lipides</title>
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	<title>Archives des Autres - SFEL - Société française pour l&#039;étude des lipides</title>
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	<item>
		<title>4th International Conference Lipid droplets&#038; Oleosomes &#8211; June 2-4, 2026, Montpellier, France</title>
		<link>https://www.sfel.asso.fr/congres/4th-international-conference-lipid-droplets-oleosomes-june-2-4-2026-montpellier-france/</link>
		
		<dc:creator><![CDATA[sfel_admin]]></dc:creator>
		<pubDate>Sat, 31 Jan 2026 11:25:07 +0000</pubDate>
				<guid isPermaLink="false">https://www.sfel.asso.fr/?post_type=congres&#038;p=5208</guid>

					<description><![CDATA[<p>After 3 previous successfull editions, we are proud to inform you that the 4rd International Conference on lipid droplets and oleosomes will take place in Montpellier in June 2-4, 2026. The event will take place in Campus La Gaillarde located in the School of Agronomy Campus, close to the City Center, in the heart of  [...]</p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/4th-international-conference-lipid-droplets-oleosomes-june-2-4-2026-montpellier-france/">4th International Conference Lipid droplets&#038; Oleosomes &#8211; June 2-4, 2026, Montpellier, France</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h5 class="header-subheader"><a href="https://www.sfel.asso.fr/wp-content/uploads/2026/01/Diapositive1-3.jpg"><img fetchpriority="high" decoding="async" class="wp-image-5209 aligncenter" src="https://www.sfel.asso.fr/wp-content/uploads/2026/01/Diapositive1-3.jpg" alt="" width="486" height="273" srcset="https://www.sfel.asso.fr/wp-content/uploads/2026/01/Diapositive1-3-200x113.jpg 200w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/Diapositive1-3-300x169.jpg 300w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/Diapositive1-3-400x225.jpg 400w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/Diapositive1-3-600x338.jpg 600w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/Diapositive1-3-768x432.jpg 768w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/Diapositive1-3-800x450.jpg 800w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/Diapositive1-3-1024x576.jpg 1024w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/Diapositive1-3-1200x675.jpg 1200w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/Diapositive1-3.jpg 1280w" sizes="(max-width: 486px) 100vw, 486px" /></a></h5>
<p>After 3 previous successfull editions, we are proud to inform you that the 4rd International Conference on lipid droplets and oleosomes will take place in Montpellier in June 2-4, 2026. The event will take place in Campus La Gaillarde located in the School of Agronomy Campus, close to the City Center, in the heart of the<a href="https://www.medvallee.fr/" target="_blank" rel="noopener"> MedVallée</a> and very nearby Montpellier University of Science and organized in tight connections with CIRAD and University.</p>
<p>More informations in <a href="https://4thldocongress.seminaire.inrae.fr/"><strong>https://4thldocongress.seminaire.inrae.fr/contact</strong></a></p>
<p style="text-align: center;"><strong>Registration:      From 15 September 2025 to 1 April 2026</strong><br />
<strong>Submission: From 18 June 2025 to 31 January 2026</strong><br />
<strong>Contact: <a href="https://4thldocongress.seminaire.inrae.fr/contact" target="_blank" rel="noopener">CLICK HERE</a></strong></p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/4th-international-conference-lipid-droplets-oleosomes-june-2-4-2026-montpellier-france/">4th International Conference Lipid droplets&#038; Oleosomes &#8211; June 2-4, 2026, Montpellier, France</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
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		<title>Lipids in the Ocean Conference 2026, June 14th to 17th, Vigo, Spain</title>
		<link>https://www.sfel.asso.fr/congres/lipids-in-the-ocean-conference-2026-june-14th-to-17th-vigo-spain/</link>
		
		<dc:creator><![CDATA[sfel_admin]]></dc:creator>
		<pubDate>Sat, 31 Jan 2026 11:24:00 +0000</pubDate>
				<guid isPermaLink="false">https://www.sfel.asso.fr/?post_type=congres&#038;p=5230</guid>

					<description><![CDATA[<p>This conference will bring together leading researchers, encouraging interest in marine lipid research, from environmental processes and primary production to industrial implementation pathways to consumers, across all marine organisms including animals, plants, algae and microorganisms. During the meeting, challenges, advances, new tools and techniques involving the fields of marine ecology and trophic chains, food production  [...]</p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/lipids-in-the-ocean-conference-2026-june-14th-to-17th-vigo-spain/">Lipids in the Ocean Conference 2026, June 14th to 17th, Vigo, Spain</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><a href="https://www.sfel.asso.fr/wp-content/uploads/2026/01/Lipids-in-the-Ocean-_Conference-2026-june.jpg"><img decoding="async" class="size-full wp-image-5231 aligncenter" src="https://www.sfel.asso.fr/wp-content/uploads/2026/01/Lipids-in-the-Ocean-_Conference-2026-june.jpg" alt="" width="1182" height="662" srcset="https://www.sfel.asso.fr/wp-content/uploads/2026/01/Lipids-in-the-Ocean-_Conference-2026-june-200x112.jpg 200w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/Lipids-in-the-Ocean-_Conference-2026-june-300x168.jpg 300w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/Lipids-in-the-Ocean-_Conference-2026-june-400x224.jpg 400w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/Lipids-in-the-Ocean-_Conference-2026-june-600x336.jpg 600w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/Lipids-in-the-Ocean-_Conference-2026-june-768x430.jpg 768w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/Lipids-in-the-Ocean-_Conference-2026-june-800x448.jpg 800w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/Lipids-in-the-Ocean-_Conference-2026-june-1024x574.jpg 1024w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/Lipids-in-the-Ocean-_Conference-2026-june.jpg 1182w" sizes="(max-width: 1182px) 100vw, 1182px" /></a></p>
<p>This conference will bring together leading researchers, encouraging interest in marine lipid research, from environmental processes and primary production to industrial implementation pathways to consumers, across all marine organisms including animals, plants, algae and microorganisms. During the meeting, challenges, advances, new tools and techniques involving the fields of marine ecology and trophic chains, food production and human consumption, animal feed and nutrition, sustainable production and application of bio-based processes will be discussed, along with the major difficulties associated with accurately analyzing the complex diversity of marine lipids and lipidomes.</p>
<p>&nbsp;</p>
<p>For more information, <a href="https://www.lipidsintheocean.csic.es/" target="_blank" rel="noopener">CLICK HERE</a></p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/lipids-in-the-ocean-conference-2026-june-14th-to-17th-vigo-spain/">Lipids in the Ocean Conference 2026, June 14th to 17th, Vigo, Spain</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
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		<item>
		<title>Food Lipids and Lipidomics for Health, Nutrition, and Sustainability  02-03 July 2026, Aveiro, Portugal</title>
		<link>https://www.sfel.asso.fr/congres/food-lipids-and-lipidomics-for-health-nutrition-and-sustainability-02-03-july-2026-aveiro-portugal/</link>
		
		<dc:creator><![CDATA[sfel_admin]]></dc:creator>
		<pubDate>Sat, 31 Jan 2026 11:23:29 +0000</pubDate>
				<guid isPermaLink="false">https://www.sfel.asso.fr/?post_type=congres&#038;p=5233</guid>

					<description><![CDATA[<p>For more information, CLICK HERE</p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/food-lipids-and-lipidomics-for-health-nutrition-and-sustainability-02-03-july-2026-aveiro-portugal/">Food Lipids and Lipidomics for Health, Nutrition, and Sustainability  02-03 July 2026, Aveiro, Portugal</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><a href="https://www.sfel.asso.fr/wp-content/uploads/2026/01/food-lipids-lipidomics_EFL_July_2026.png"><img decoding="async" class="wp-image-5237 aligncenter" src="https://www.sfel.asso.fr/wp-content/uploads/2026/01/food-lipids-lipidomics_EFL_July_2026.png" alt="" width="816" height="1143" srcset="https://www.sfel.asso.fr/wp-content/uploads/2026/01/food-lipids-lipidomics_EFL_July_2026-200x280.png 200w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/food-lipids-lipidomics_EFL_July_2026-214x300.png 214w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/food-lipids-lipidomics_EFL_July_2026-400x560.png 400w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/food-lipids-lipidomics_EFL_July_2026.png 512w" sizes="(max-width: 816px) 100vw, 816px" /></a></p>
<p><strong>For more information, </strong><a href="https://eurofedlipid.org/food-lipids-and-lipidomics-for-health-nutrition-and-sustainability/#" target="_blank" rel="noopener"><strong>CLICK HERE</strong></a></p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/food-lipids-and-lipidomics-for-health-nutrition-and-sustainability-02-03-july-2026-aveiro-portugal/">Food Lipids and Lipidomics for Health, Nutrition, and Sustainability  02-03 July 2026, Aveiro, Portugal</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
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		<title>27th International Symposium on Plant Lipids- ISPL Málaga 2026, July 5 &#8211; 10</title>
		<link>https://www.sfel.asso.fr/congres/27th-international-symposium-on-plant-lipids-ispl-malaga-2026-july-5-10/</link>
		
		<dc:creator><![CDATA[sfel_admin]]></dc:creator>
		<pubDate>Sat, 31 Jan 2026 11:22:09 +0000</pubDate>
				<guid isPermaLink="false">https://www.sfel.asso.fr/?post_type=congres&#038;p=5238</guid>

					<description><![CDATA[<p>This meeting will provide a unique setting to exchange ideas, foster collaborations, and strengthen the connections within our international community. For more informations, CLICK HERE</p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/27th-international-symposium-on-plant-lipids-ispl-malaga-2026-july-5-10/">27th International Symposium on Plant Lipids- ISPL Málaga 2026, July 5 &#8211; 10</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><a href="https://www.sfel.asso.fr/wp-content/uploads/2026/01/27th-International-Symposium_Plant-Lipids-ISPL-Malaga_2026-July.jpg"><img decoding="async" class="wp-image-5239 aligncenter" src="https://www.sfel.asso.fr/wp-content/uploads/2026/01/27th-International-Symposium_Plant-Lipids-ISPL-Malaga_2026-July.jpg" alt="" width="697" height="392" srcset="https://www.sfel.asso.fr/wp-content/uploads/2026/01/27th-International-Symposium_Plant-Lipids-ISPL-Malaga_2026-July-200x113.jpg 200w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/27th-International-Symposium_Plant-Lipids-ISPL-Malaga_2026-July-300x169.jpg 300w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/27th-International-Symposium_Plant-Lipids-ISPL-Malaga_2026-July-400x225.jpg 400w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/27th-International-Symposium_Plant-Lipids-ISPL-Malaga_2026-July-600x338.jpg 600w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/27th-International-Symposium_Plant-Lipids-ISPL-Malaga_2026-July-768x432.jpg 768w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/27th-International-Symposium_Plant-Lipids-ISPL-Malaga_2026-July-800x450.jpg 800w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/27th-International-Symposium_Plant-Lipids-ISPL-Malaga_2026-July-1024x576.jpg 1024w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/27th-International-Symposium_Plant-Lipids-ISPL-Malaga_2026-July-1200x675.jpg 1200w, https://www.sfel.asso.fr/wp-content/uploads/2026/01/27th-International-Symposium_Plant-Lipids-ISPL-Malaga_2026-July.jpg 1280w" sizes="(max-width: 697px) 100vw, 697px" /></a></p>
<p>This meeting will provide a unique setting to exchange ideas, foster collaborations, and strengthen the connections within our international community.</p>
<p><strong>For more informations, </strong><a href="https://icc2026malaga.com/ICC2026" target="_blank" rel="noopener"><strong>CLICK HERE</strong></a></p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/27th-international-symposium-on-plant-lipids-ispl-malaga-2026-july-5-10/">27th International Symposium on Plant Lipids- ISPL Málaga 2026, July 5 &#8211; 10</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
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		<item>
		<title>Keto-Celebration 4 – 20 Novembre 2025</title>
		<link>https://www.sfel.asso.fr/congres/keto-celebration-4-20-novembre-2025/</link>
		
		<dc:creator><![CDATA[sfel_admin]]></dc:creator>
		<pubDate>Sun, 12 Oct 2025 08:02:55 +0000</pubDate>
				<guid isPermaLink="false">https://www.sfel.asso.fr/?post_type=congres&#038;p=5009</guid>

					<description><![CDATA[<p>Le comité organisateur vous invite à participer à la 4e édition du Keto-Celebration, le 20 novembre de 8h30 à 17h00. La journée de conférence se déroulera en anglais. Il est possible d’assister en présence (collation et dîner inclus) ou en ligne. Le programme se trouve en annexe. Pour s’inscrire : https://bit.ly/RegisterKC4 Date limite : 5  [...]</p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/keto-celebration-4-20-novembre-2025/">Keto-Celebration 4 – 20 Novembre 2025</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Le comité organisateur vous invite à participer à la 4e édition du Keto-Celebration, le 20 novembre de 8h30 à 17h00. La journée de conférence se déroulera en anglais. Il est possible d’assister en présence (collation et dîner inclus) ou en ligne. Le programme se trouve en annexe.</p>
<p><strong>Pour s’inscrire : <a href="https://bit.ly/RegisterKC4">https://bit.ly/RegisterKC4</a><br />
Date limite : 5 novembre 2025</strong></p>
<p>&nbsp;</p>
<p><a href="https://www.sfel.asso.fr/wp-content/uploads/2025/10/image-2.png"><img decoding="async" class="wp-image-5003 aligncenter" src="https://www.sfel.asso.fr/wp-content/uploads/2025/10/image-2.png" alt="" width="898" height="1173" srcset="https://www.sfel.asso.fr/wp-content/uploads/2025/10/image-2-200x261.png 200w, https://www.sfel.asso.fr/wp-content/uploads/2025/10/image-2-230x300.png 230w, https://www.sfel.asso.fr/wp-content/uploads/2025/10/image-2-400x523.png 400w, https://www.sfel.asso.fr/wp-content/uploads/2025/10/image-2.png 577w" sizes="(max-width: 898px) 100vw, 898px" /></a><a href="https://www.sfel.asso.fr/wp-content/uploads/2025/10/image-3.png"><img decoding="async" class="wp-image-5004 aligncenter" src="https://www.sfel.asso.fr/wp-content/uploads/2025/10/image-3.png" alt="" width="912" height="1213" srcset="https://www.sfel.asso.fr/wp-content/uploads/2025/10/image-3-200x266.png 200w, https://www.sfel.asso.fr/wp-content/uploads/2025/10/image-3-226x300.png 226w, https://www.sfel.asso.fr/wp-content/uploads/2025/10/image-3-400x532.png 400w, https://www.sfel.asso.fr/wp-content/uploads/2025/10/image-3.png 564w" sizes="(max-width: 912px) 100vw, 912px" /></a></p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/keto-celebration-4-20-novembre-2025/">Keto-Celebration 4 – 20 Novembre 2025</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
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		<title>Oxylipins, Lipophenols, Lipopeptides: Montpellier 13 juin 2025</title>
		<link>https://www.sfel.asso.fr/congres/oxylipins-lipophenols-lipopeptides-montpellier-13-juin-2025/</link>
		
		<dc:creator><![CDATA[sfel_admin]]></dc:creator>
		<pubDate>Thu, 06 Mar 2025 20:36:24 +0000</pubDate>
				<guid isPermaLink="false">https://www.sfel.asso.fr/?post_type=congres&#038;p=4892</guid>

					<description><![CDATA[<p>  Oxylipins, Lipophenols, Lipopeptides: Promising Biomolecules for Diabetes, Cardiometabolic Diseases, and Other Pathologies Amphithéatre du CNRS, DR Occitanie-Est  13 June 2025   Montpellier   09:00-09:30: Registration   09:30-09:45: Opening Remarks Pr Pascal Dumy (Director of IBMM, Montpellier) Dr Thierry Durand (IBMM, Montpellier)  thierry.durand@univ-montp1.fr   Chair: Claire Vigor (Montpellier) 09:45-10:30: Opening Lecture: Dr Katalina Muñoz-Durango (Vidarium, Medellin,  [...]</p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/oxylipins-lipophenols-lipopeptides-montpellier-13-juin-2025/">Oxylipins, Lipophenols, Lipopeptides: Montpellier 13 juin 2025</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>&nbsp;</p>
<h2 style="text-align: center;"><strong>Oxylipins, Lipophenols, Lipopeptides: Promising Biomolecules for Diabetes, Cardiometabolic Diseases, and Other Pathologies</strong></h2>
<h3 style="text-align: center;">Amphithéatre du CNRS, DR Occitanie-Est  <strong>13 June 2025   Montpellier</strong></h3>
<p><strong> </strong></p>
<p>09:00-09:30: <strong>Registration</strong></p>
<p>&nbsp;</p>
<p>09:30-09:45: <strong>Opening Remarks</strong></p>
<p>Pr Pascal Dumy (Director of IBMM, Montpellier)</p>
<p>Dr Thierry Durand (IBMM, Montpellier)  thierry.durand@univ-montp1.fr</p>
<p>&nbsp;</p>
<p><em>Chair: Claire Vigor (Montpellier)</em></p>
<p>09:45-10:30: Opening Lecture: Dr Katalina Muñoz-Durango (Vidarium, Medellin, Colombia)</p>
<p>10:30-11:15: speaker 1: Dr Nicolas Blondeau (IPMC, Nice)</p>
<p>11:15-12:00: speaker 2: Pr Anne-Dominique Lajoix (BC2M, Montpellier)</p>
<p>12:00-12:45: speaker 3: Dr Jérôme Roy (NuMéA, St Pee sur Nivelle)</p>
<p><strong> </strong></p>
<p>12:45-14:00:<strong> Lunch-buffet</strong></p>
<p>&nbsp;</p>
<p><em>Chair: Camille Oger (Montpellier)</em></p>
<p>14:00-14:45: speaker 4: Pr Magnus Bäck (Karolinska/INSERM, Stockholm/Nancy)</p>
<p>14:45-15:30: speaker 5:  Dr Jacques Bodennec (GOA Ther, Lyon)</p>
<p>15:30-16:15: speaker 6: Dr Nicolas Cenac (IRSD, Toulouse)</p>
<p>&nbsp;</p>
<p><em>Chair: Cécile Gladine (Clermont Ferrand)</em></p>
<p>16:15-16:30: speaker 7: Dr Maria Figueroa (ENSAM, Montpellier)</p>
<p>16:30-17:15: speaker 8: Dr Céline Crauste (IBMM, Montpellier)</p>
<p>17:15-18:00: speaker 9: Dr Juan Sebastian-Escobar (Vidarium, Medellin, Colombia)</p>
<p><strong> </strong></p>
<p>18:00: <strong>Closing remarks</strong></p>
<p><a href="https://www.sfel.asso.fr/wp-content/uploads/2025/04/Presentation1-1.jpg"><img decoding="async" class="alignnone size-full wp-image-4894" src="https://www.sfel.asso.fr/wp-content/uploads/2025/04/Presentation1-1.jpg" alt="" width="1245" height="379" srcset="https://www.sfel.asso.fr/wp-content/uploads/2025/04/Presentation1-1-200x61.jpg 200w, https://www.sfel.asso.fr/wp-content/uploads/2025/04/Presentation1-1-300x91.jpg 300w, https://www.sfel.asso.fr/wp-content/uploads/2025/04/Presentation1-1-400x122.jpg 400w, https://www.sfel.asso.fr/wp-content/uploads/2025/04/Presentation1-1-600x183.jpg 600w, https://www.sfel.asso.fr/wp-content/uploads/2025/04/Presentation1-1-768x234.jpg 768w, https://www.sfel.asso.fr/wp-content/uploads/2025/04/Presentation1-1-800x244.jpg 800w, https://www.sfel.asso.fr/wp-content/uploads/2025/04/Presentation1-1-1024x312.jpg 1024w, https://www.sfel.asso.fr/wp-content/uploads/2025/04/Presentation1-1-1200x365.jpg 1200w, https://www.sfel.asso.fr/wp-content/uploads/2025/04/Presentation1-1.jpg 1245w" sizes="(max-width: 1245px) 100vw, 1245px" /></a></p>
<p>&nbsp;</p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/oxylipins-lipophenols-lipopeptides-montpellier-13-juin-2025/">Oxylipins, Lipophenols, Lipopeptides: Montpellier 13 juin 2025</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
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		<title>12th Workshop on Fats and Oils as Renewable Feedstock for the Chemical Industry, Dortmund, Germany, June 03 – 05, 2024</title>
		<link>https://www.sfel.asso.fr/congres/12th-workshop-on-fats-and-oils-as-renewable-feedstock-for-the-chemical-industry-dortmund-germany-june-03-05-2024/</link>
		
		<dc:creator><![CDATA[sfel_admin]]></dc:creator>
		<pubDate>Fri, 01 Dec 2023 10:40:38 +0000</pubDate>
				<guid isPermaLink="false">https://www.sfel.asso.fr/?post_type=congres&#038;p=4008</guid>

					<description><![CDATA[<p>The 12th Workshop on Fats and Oils as Renewable Feedstock for the Chemical Industry will be held in Dortmund (Germany) from 3th to 5th June 2024, and will cover the following topics (amongst others): Chemistry of fats and oils &amp; other renewable resources Synthesis of fine chemicals Monomer / Polymer synthesis Catalysis Sustainability Introducing renewable  [...]</p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/12th-workshop-on-fats-and-oils-as-renewable-feedstock-for-the-chemical-industry-dortmund-germany-june-03-05-2024/">12th Workshop on Fats and Oils as Renewable Feedstock for the Chemical Industry, Dortmund, Germany, June 03 – 05, 2024</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div class="einrueck">
<dl>
<dd>The 12th Workshop on Fats and Oils as Renewable Feedstock for the Chemical Industry will be held in Dortmund (Germany) from 3th to 5th June 2024, and will cover the following topics (amongst others):</dd>
<dd>
<ul>
<li>Chemistry of fats and oils &amp; other renewable resources</li>
<li>Synthesis of fine chemicals</li>
<li>Monomer / Polymer synthesis</li>
<li>Catalysis</li>
<li>Sustainability</li>
<li>Introducing renewable materials to the market</li>
</ul>
</dd>
</dl>
<p>&nbsp;</p>
<dl>
<dd></dd>
</dl>
</div>
<p><strong>For more more information, <a href="http://www.abiosus.org/workshop-2024.html" target="_blank" rel="noopener">CLICK HERE</a>   </strong></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/12th-workshop-on-fats-and-oils-as-renewable-feedstock-for-the-chemical-industry-dortmund-germany-june-03-05-2024/">12th Workshop on Fats and Oils as Renewable Feedstock for the Chemical Industry, Dortmund, Germany, June 03 – 05, 2024</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
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		<title>Symposium SFEL/CNIEL « Lipides Laitiers et Santé » le Vendredi 23 Septembre 2022 à Paris à la Maison du Lait</title>
		<link>https://www.sfel.asso.fr/congres/3429/</link>
		
		<dc:creator><![CDATA[sfel_admin]]></dc:creator>
		<pubDate>Wed, 07 Sep 2022 19:27:05 +0000</pubDate>
				<guid isPermaLink="false">https://www.sfel.asso.fr/?post_type=congres&#038;p=3429</guid>

					<description><![CDATA[<p>Programme et Inscription gratuite au Symposium SFEL/CNIEL "Lipides Laitiers et Santé" le Vendredi 23 Septembre 2022 à Paris à la Maison du Lait A VOS AGENDAS - Programme et Inscription Gratuite au Colloque SFEL/CNIEL "Lipides Laitiers et Santé - Dès les 1000 premiers jours, et au-delà..." le vendredi 23 septembre 2022 à Paris à la  [...]</p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/3429/">Symposium SFEL/CNIEL « Lipides Laitiers et Santé » le Vendredi 23 Septembre 2022 à Paris à la Maison du Lait</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h2 style="text-align: center;"><strong>Programme et Inscription gratuite au Symposium SFEL/CNIEL « Lipides Laitiers et Santé » le Vendredi 23 Septembre 2022 à Paris à la Maison du Lait</strong></h2>
<p><img decoding="async" class="wp-image-3399 aligncenter" src="https://www.sfel.asso.fr/wp-content/uploads/2022/08/cnien-sfel-lipides-laitiers-23-Septembre-2022-300x107.jpg" alt="" width="709" height="253" srcset="https://www.sfel.asso.fr/wp-content/uploads/2022/08/cnien-sfel-lipides-laitiers-23-Septembre-2022-200x71.jpg 200w, https://www.sfel.asso.fr/wp-content/uploads/2022/08/cnien-sfel-lipides-laitiers-23-Septembre-2022-300x107.jpg 300w, https://www.sfel.asso.fr/wp-content/uploads/2022/08/cnien-sfel-lipides-laitiers-23-Septembre-2022-400x142.jpg 400w, https://www.sfel.asso.fr/wp-content/uploads/2022/08/cnien-sfel-lipides-laitiers-23-Septembre-2022.jpg 597w" sizes="(max-width: 709px) 100vw, 709px" /></p>
<h2><span class="VIiyi" lang="fr"><span class="JLqJ4b ChMk0b" data-language-for-alternatives="fr" data-language-to-translate-into="en" data-phrase-index="0" data-number-of-phrases="1"><span class="Q4iAWc">A VOS AGENDAS &#8211; Programme et Inscription Gratuite au Colloque SFEL/CNIEL « Lipides Laitiers et Santé &#8211; Dès les 1000 premiers jours, et au-delà&#8230; » le vendredi 23 septembre 2022 à Paris à la Maison du Lait</span></span></span></h2>
<p>&nbsp;</p>
<h3><em><b>Le 23 septembre prochain, le Cniel et la SFEL s’associent pour partager avec vous les dernières avancées scientifiques sur les rôles nutritionnels des lipides laitiers. </b><strong>Au cours de ce Symposium, Marie-Caroline MICHALSKI recevra la Médaille CHEVREUL 2022 pour l’excellence des travaux scientifiques menés au cours de ces dernières années dans le domaine de la Nutrition Humaine et des Lipides, et notamment des lipides laitiers. </strong></em> <strong>Marie-Caroline MICHALSKI est Directrice de Recherche INRAE (Laboratoire CarMeN, INRAE UMR1397, INSERM U1060, Université Claude Bernard Lyon 1, 69310 Pierre-Bénite, France).</strong></h3>
<p>&nbsp;</p>
<p>&nbsp;</p>
<h2><em><strong>SAVE THE DATE &#8211; Program and Free Registration for the SFEL/CNIEL Symposium « Dairy Lipids and Health &#8211; From the first 1000 days and beyond&#8230; » on Friday September 23, 2022 in Paris at the Maison du Lait</strong></em></h2>
<h3><em>On the next September 23, Cniel and SFEL are joining forces to share with you the latest scientific advances on the nutritional roles of dairy lipids. During this Symposium, Marie-Caroline MICHALSKI will receive the CHEVREUL 2022 Medal for the excellence of the scientific work carried out in recent years in the field of Human Nutrition and Lipids, and in particular dairy lipids.</em></h3>
<p><em><strong>This symposium will be held in French except for the CHEVREUL Medal Award and the last conference by Anestis Dougkas, which will be in English.</strong></em></p>
<p><em><strong>The Chevreul Conference will start at 2 pm GMT +2 (1 pm UK/IRE time, 8 am US/Canada Eastern time, 11 pm Australia time)</strong></em></p>
<p>&nbsp;</p>
<div>
<h2><b>Programme :</b></h2>
<p><strong>9h30 Accueil des participants</strong></p>
<h3><b>Lipides laitiers et développement périnatal  </b><em><strong>(Dairy Lipids and perinatal Development</strong>)</em><b><br />
</b></h3>
<p>10h00<br />
<b>Cohorte française « Eden » : Consommation de produits laitiers pendant la grossesse, profil en acides gras des matrices périnatales et développement cognitif de l’enfant. (<em>French cohort “Eden”: consumption of dairy products during pregnancy, fatty acid profile of perinatal matrices and cognitive development of the child)</em></b><br />
<i>                                                                                                                                                         Wen Lun Yuan, INSERM, Paris</i></p>
<p>10h35<br />
<b>Matière grasse laitière et fonctions cognitives au cours du développement : étude d’intervention chez un modèle primate. (<em>Milk fat and cognitive functions during development: intervention study in a primate model</em>) </b><br />
<i>                                                                                                                                                                    Fabien Pifféri, CNRS, Brunoy</i></p>
<p>11h05<br />
<b>Lipides laitiers et métabolisme des PUFA : étude sur un modèle d’allaitement artificiel chez le raton.(<em>Dairy lipids and PUFA metabolism: study on a model of artificial suckling in rats</em>)</b><br />
<i>                                                                                                                                               Jean-Charles Martin, INSERM, Marseille</i></p>
<p>11h35<br />
<b>Réintroduction de lipides laitiers dans les formules infantiles : impact sur la stabilité oxydative et sur le profil nutritionnel. (<em>Reintroduction of dairy lipids in infant formulas: impact on oxidative stability and nutritional profile</em>)</b><br />
<i>                                                                                                                                                  Mathilde Cancalon, CIRAD, Montpellier</i></p>
<p>12h05<br />
<b>Table ronde  « Intérêts des matières grasses laitières dans la nutrition périnatale » (<em>Round table “Interests of dairy fats in perinatal nutrition</em>« )<br />
</b></p>
<p>&nbsp;</p>
<p><strong>12h45</strong><br />
<b>Pause déjeuner (Lunch break)<br />
</b></p>
<p>&nbsp;</p>
<h3><b>Lipides laitiers et effets cardio-métaboliques (</b><strong>Dairy lipids and cardio-metabolic effects)</strong></h3>
<h3><b> </b></h3>
<p>14h00<br />
<b>SFEL : Remise de Médaille CHEVREUL 2022</b><br />
<b>Milk fat globules and their polar lipids: a bridging journey from science &amp; technology to nutrition and health.</b><br />
<i>                                                                                                                                               Marie-Caroline Michalski, INRAE, Lyon</i></p>
<p>15h15<br />
<b>Acides gras mineurs du lait : rôles physiologiques et effets sur les paramètres du syndrome métabolique. Etudes chez le rongeur. (<em>Milk minor fatty acids: physiological roles and effects on metabolic syndrome parameters. Studies in rodents</em>)</b><br />
<i>                                                                                                                                             Vincent Rioux, Agrocampus Ouest, Rennes</i></p>
<p>15h45<br />
<b>Consumption of milk and other types of dairy products (whole fat, low-fat) in relation to childhood obesity : Review.</b><br />
<i>                                                                                                                 Anestis Dougkas, Institut de Recherche Paul Bocuse, Lyon  </i></p>
<h3>16h15<br />
<b>Clôture de la journée (Closing of the day)<br />
</b></h3>
</div>
<p>&nbsp;</p>
<h2 style="text-align: center;">Inscription gratuite mais obligatoire: <a href="https://forms.office.com/Pages/ResponsePage.aspx?id=iCMKX_BMB0-p08vo8E7I59ys3ofM2ONMpX5gA-ympaxUMUEwQ0o4QkFNRDIyNEZZUTZFNDRXRE1UTS4u&amp;wdLOR=c72EDFF05-BE03-47B4-B317-FCAA8AD3413B&amp;utm_campaign=STD%20Lipides%20-%20Programme&amp;utm_medium=email&amp;utm_source=Mailjet" target="_blank" rel="noopener">Cliquez ici</a></h2>
<h2 style="text-align: center;"><span class="VIiyi" lang="en"><span class="JLqJ4b ChMk0b" data-language-for-alternatives="en" data-language-to-translate-into="fr" data-phrase-index="0" data-number-of-phrases="1"><span class="Q4iAWc">Free but registration required: <a href="https://forms.office.com/Pages/ResponsePage.aspx?id=iCMKX_BMB0-p08vo8E7I59ys3ofM2ONMpX5gA-ympaxUMUEwQ0o4QkFNRDIyNEZZUTZFNDRXRE1UTS4u&amp;wdLOR=c72EDFF05-BE03-47B4-B317-FCAA8AD3413B&amp;utm_campaign=STD%20Lipides%20-%20Programme&amp;utm_medium=email&amp;utm_source=Mailjet" target="_blank" rel="noopener">Click here</a></span></span></span></h2>
<p><strong>For Registration to the Chevreul Medal Conference video at 2pm (Paris time) </strong>please answer NON to the question 6 « Will you attend this event in Paris at La Maison du Lait on September 23th » and you can indicate in the box 7 That you whish to attend by visioconference only. You will receive by email a link before september 23th.</p>
<p>&nbsp;</p>
<p><img decoding="async" class="wp-image-3423 aligncenter" src="https://www.sfel.asso.fr/wp-content/uploads/2022/09/Diapositive1.jpg" alt="" width="190" height="168" srcset="https://www.sfel.asso.fr/wp-content/uploads/2022/09/Diapositive1-200x177.jpg 200w, https://www.sfel.asso.fr/wp-content/uploads/2022/09/Diapositive1.jpg 251w" sizes="(max-width: 190px) 100vw, 190px" /></p>
<p><em>Created in 1974, the National Interprofessional Center for the Dairy Economy (Cniel) is the association that brings together organizations representing cow&rsquo;s milk producers, private dairy companies, dairy cooperatives, and players in trade, distribution and collective catering. The Cniel embodies the common desire of its members to cooperate to build a structured, efficient and sustainable dairy industry, rooted in the territories and open to society and the world of today and tomorrow.</em></p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/3429/">Symposium SFEL/CNIEL « Lipides Laitiers et Santé » le Vendredi 23 Septembre 2022 à Paris à la Maison du Lait</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
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		<title>ICBL 2022  4 &#8211; 7 September 2022,  Montréal, Québec, Canada</title>
		<link>https://www.sfel.asso.fr/congres/icbl-2022-4-7-september-2022-montreal-quebec-canada/</link>
		
		<dc:creator><![CDATA[sfel_admin]]></dc:creator>
		<pubDate>Mon, 25 Apr 2022 17:52:20 +0000</pubDate>
				<guid isPermaLink="false">https://www.sfel.asso.fr/?post_type=congres&#038;p=3234</guid>

					<description><![CDATA[<p>ICBL 2022 4 - 7 September 2022, Montréal, Québec, Canada The 62nd edition of the International Conference on the Bioscience of Lipids (ICBL) will be held from 4 to 7 September2022 in Montréal (Québec, Canada). The thematic of this year’s conference will be Lipids in Metabolic Health and Disease. For more informations, click here  </p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/icbl-2022-4-7-september-2022-montreal-quebec-canada/">ICBL 2022  4 &#8211; 7 September 2022,  Montréal, Québec, Canada</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h2 style="text-align: center;"><img decoding="async" class="alignnone wp-image-3233" src="https://www.sfel.asso.fr/wp-content/uploads/2022/04/ICBL_2022_Montreal-300x122.jpg" alt="" width="644" height="262" srcset="https://www.sfel.asso.fr/wp-content/uploads/2022/04/ICBL_2022_Montreal-200x81.jpg 200w, https://www.sfel.asso.fr/wp-content/uploads/2022/04/ICBL_2022_Montreal-300x122.jpg 300w, https://www.sfel.asso.fr/wp-content/uploads/2022/04/ICBL_2022_Montreal-400x162.jpg 400w, https://www.sfel.asso.fr/wp-content/uploads/2022/04/ICBL_2022_Montreal-600x244.jpg 600w, https://www.sfel.asso.fr/wp-content/uploads/2022/04/ICBL_2022_Montreal-669x272.jpg 669w, https://www.sfel.asso.fr/wp-content/uploads/2022/04/ICBL_2022_Montreal-768x312.jpg 768w, https://www.sfel.asso.fr/wp-content/uploads/2022/04/ICBL_2022_Montreal-800x325.jpg 800w, https://www.sfel.asso.fr/wp-content/uploads/2022/04/ICBL_2022_Montreal-1024x416.jpg 1024w, https://www.sfel.asso.fr/wp-content/uploads/2022/04/ICBL_2022_Montreal-1200x487.jpg 1200w, https://www.sfel.asso.fr/wp-content/uploads/2022/04/ICBL_2022_Montreal.jpg 1278w" sizes="(max-width: 644px) 100vw, 644px" /></h2>
<h2 style="text-align: center;">ICBL 2022 4 &#8211; 7 September 2022, Montréal, Québec, Canada</h2>
<p>The 62<sup>nd</sup> edition of the International Conference on the Bioscience of Lipids (ICBL) will be held from 4 to 7 September2022 in Montréal (Québec, Canada). The thematic of this year’s conference will be <i><strong>Lipids in Metabolic Health and Disease</strong></i>.</p>
<p>For more informations, <a href="https://sites.grenadine.uqam.ca/sites/cermofc/en/ibcl-2022/" target="_blank" rel="noopener"><strong>click here</strong></a></p>
<p>&nbsp;</p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/icbl-2022-4-7-september-2022-montreal-quebec-canada/">ICBL 2022  4 &#8211; 7 September 2022,  Montréal, Québec, Canada</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
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		<title>The 25th International Symposium on Plant Lipids (ISPL2022) à Grenoble, du 10 au 15 Juillet 2022</title>
		<link>https://www.sfel.asso.fr/congres/the-25th-international-symposium-on-plant-lipids-ispl2022-a-grenoble-du-10-au-15-juillet-2022/</link>
		
		<dc:creator><![CDATA[sfel_admin]]></dc:creator>
		<pubDate>Fri, 25 Feb 2022 10:34:55 +0000</pubDate>
				<guid isPermaLink="false">https://www.sfel.asso.fr/?post_type=congres&#038;p=3178</guid>

					<description><![CDATA[<p>  The 25th International Symposium on Plant Lipids (ISPL2022) à Grenoble, du 10 au 15 Juillet 2022 In due time, we will proceed with a new call for applications to our international prizes, and we hope to meet you there more motivated than ever, to share our nicest scientific results! Infos on https://ispl2020.sciencesconf.org/ We would like  [...]</p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/the-25th-international-symposium-on-plant-lipids-ispl2022-a-grenoble-du-10-au-15-juillet-2022/">The 25th International Symposium on Plant Lipids (ISPL2022) à Grenoble, du 10 au 15 Juillet 2022</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class="wp-image-3179 aligncenter" src="https://www.sfel.asso.fr/wp-content/uploads/2022/02/LOGO_QUADRI_ISPL_2022.png" alt="" width="396" height="251" /></p>
<p>&nbsp;</p>
<p style="text-align: center;"><strong>The 25th International Symposium on Plant Lipids (ISPL2022) à Grenoble, du 10 au 15 Juillet 2022</strong></p>
<p style="text-align: left;">In due time, we will proceed with a new call for applications to our international prizes, and we hope to meet you there more motivated than ever, to share our nicest scientific results! Infos on <a href="https://ispl2020.sciencesconf.org/" target="_blank" rel="noopener">https://ispl2020.sciencesconf.org/</a></p>
<p>We would like to invite all of you to attend the symposium and present and discuss your latest achievements in plant and algal lipid researches. The dealine for oral presentation submission is fixed to the 15th of May and for Poster presentation to the 15th of June.</p>
<p><strong>2022 program :</strong></p>
<p><img decoding="async" 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" alt="" /></p>
<p>Regarding the sanitary situation, the rules are often changing. However, at that time, to access the congres site, you need to have a vaccinal pass. For more precision, please visit the foreign ministry website:</p>
<p><a href="https://www.diplomatie.gouv.fr/en/coming-to-france/coming-to-france-your-covid-19-questions-answered/article/coming-to-france-your-covid-19-questions-answered?var_mode=calcul">https://www.diplomatie.gouv.fr/en/coming-to-france/coming-to-france-your-covid-19-questions-answered/</a></p>
<p>Take good care of you,</p>
<p>Amitiés à toutes et tous,</p>
<p>&nbsp;</p>
<p><strong>Eric Maréchal</strong> and <strong>Juliette Jouhet</strong>, Laboratoire de Physiologie Cellulaire et Végétale</p>
<p><a href="http://www.lpcv.fr/en"><img decoding="async" title="LPCV logo" src="https://ispl2020.sciencesconf.org/data/pages/LPCV.png" alt="LPCV logo" /></a></p>
<p>L’article <a href="https://www.sfel.asso.fr/congres/the-25th-international-symposium-on-plant-lipids-ispl2022-a-grenoble-du-10-au-15-juillet-2022/">The 25th International Symposium on Plant Lipids (ISPL2022) à Grenoble, du 10 au 15 Juillet 2022</a> est apparu en premier sur <a href="https://www.sfel.asso.fr">SFEL - Société française pour l&#039;étude des lipides</a>.</p>
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