tag:blogger.com,1999:blog-37969101908223239082024-03-06T20:02:04.219+00:00Le blog du GERARG.E.R.A.Rhttp://www.blogger.com/profile/12178023580732706899noreply@blogger.comBlogger127125tag:blogger.com,1999:blog-3796910190822323908.post-57292450415481124452014-11-14T08:59:00.002+00:002014-11-14T08:59:32.377+00:00Equator Network, un réseau pour plus de transparence ... et moins de gaspillages ?!<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhniSG-nnSiZOTbzvrBJdaQ_xfuGiJrlnC658-FgPvjW1gtrklNAPr3ylfcyOH5dg_sAWdvoPErYhY50EIdIVniaoE3xlD6PRwpNE8FzLK2J07nFTOvU9TJIAlibuYzUmsvlS_LB8oav397/s1600/gerar+morris+equator+network.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: justify;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhniSG-nnSiZOTbzvrBJdaQ_xfuGiJrlnC658-FgPvjW1gtrklNAPr3ylfcyOH5dg_sAWdvoPErYhY50EIdIVniaoE3xlD6PRwpNE8FzLK2J07nFTOvU9TJIAlibuYzUmsvlS_LB8oav397/s320/gerar+morris+equator+network.jpg" width="320"></span></a></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> Le printemps dernier a eu
lieu une conférence assurant la promotion d’<a href="http://www.equator-network.org/" target="_blank">Equator Network</a> – Enhancing the
QUality an Transparency Of health Research (<span lang="EN-GB"><a href="http://www.equator-network.org/"><span lang="FR" style="mso-ansi-language: FR;">http://www.equator-network.org/</span></a></span><span style="mso-ansi-language: FR;">). C’est une initiative internationale visant à améliorer la fiabilité et
la valeur de la littérature scientifique dans le soin par la promotion de
rapports transparents et une plus large utilisation des recommandations de reporting.
Le but est de constituer un réseau international pour partager le travail de
groupes locaux depuis presque 15 ans.</span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="mso-ansi-language: FR;">Les collaborateurs
français de ce réseau avaient organisé ce rassemblement inédit en France au CHU
Georges Pompidou à Paris ; ayant pour thème<a href="http://www.equator-network.org/wp-content/uploads/2014/03/affiche_equator_FR.pdf" target="_blank"> « Improving reporting todecrease the waste of research »</a></span><span style="mso-ansi-language: FR;">.</span></span></div>
</div><a href="http://le-gerar.blogspot.com/2014/11/equator-network-un-reseau-pour-plus-de.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>N.Shahmaeihttp://www.blogger.com/profile/10284706200655868436noreply@blogger.com2tag:blogger.com,1999:blog-3796910190822323908.post-56720222258881097222014-10-04T09:22:00.000+01:002014-10-04T09:22:32.990+01:00Complémentarité professionnelle Activité Physique Adaptée et Masso-Kinésithérapie.<div style="text-align: justify;">
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Le GERAR développe une approche critique sur
l’interdisciplinarité depuis quelques articles. Celle-ci fut aussi
l’occasion d’expliciter son intérêt lors d’une présentation orale au <a href="http://le-gerar.blogspot.fr/2014/02/le-gerar-demontre-lefficacite-du.html">CIFEP-K2014</a>. Cependant, il semble que la théorie soit souvent belle, mais que les
professionnels demandent plutôt de la pratique, car c’est dans cette pratique
que certains (une majorité ?) ne voient que leur métier.</span></span></div>
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<br></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>Existe-t-il des
articles qui discutent de cette collaboration entre professionnels de la santé dans
le monde de la rééducation ?</b> </span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"></span></span></div>
<a href="http://le-gerar.blogspot.com/2014/10/complementarite-professionnelle.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>G.E.R.A.Rhttp://www.blogger.com/profile/12178023580732706899noreply@blogger.com5tag:blogger.com,1999:blog-3796910190822323908.post-16840802471232656022014-08-18T15:30:00.000+01:002014-09-05T12:36:59.566+01:00De la méthodologie d'une étude à celle de la lecture critique - Bday Part 3<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOgfOL7wPfYqjp99xv_lKxJEpufz3u-b_KTevFK2WtMCwDtIerfrwATM5YWwkYgEd5ukSO_l59f9HShmx4ZfItPQZRrWS98nM-mBmk4bt5R6-wkP0Dd7kJ4sEmF3tfLkL7yqtH4gQjhUBz/s1600/Gerar+th%C3%A9orie+pratique+394px-Th%C3%A9orieEtPratique.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOgfOL7wPfYqjp99xv_lKxJEpufz3u-b_KTevFK2WtMCwDtIerfrwATM5YWwkYgEd5ukSO_l59f9HShmx4ZfItPQZRrWS98nM-mBmk4bt5R6-wkP0Dd7kJ4sEmF3tfLkL7yqtH4gQjhUBz/s1600/Gerar+th%C3%A9orie+pratique+394px-Th%C3%A9orieEtPratique.jpg" height="320" width="209"></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"> Les 4ème et 5ème article les plus lus sur le blog du GERAR concernent l'aspect théorique de la recherche médicale. Analyser la recherche clinique et son influence sur la pratique des soignants est devenue l'essence même du "label" GERAR. Le premier article ayant pour titre :<i><a href="http://le-gerar.blogspot.fr/2011/11/methodologie-dune-etude-clinique-en.html" target="_blank"> La méthodologie d'une étude clinique en rééducation</a></i> (NS., 2/11/2011), a été écrit à l'occasion d'une présentation au congrès de l'AFREK 2011 (<a href="http://fr.slideshare.net/G-E-R-A-R/mthodologie-dune-etude-clinique-congrs-afrek-du-22092011" target="_blank">support powerpoint</a>). Il avait pour but de faire connaitre l'évolution administrative et méthodologique d'une étude clinique de façon simplifié. Le second article, plus récent, a pour titre <i><a href="http://le-gerar.blogspot.fr/2013/08/la-lecture-critique-dun-article.html" target="_blank">la lecture critique d'un article, question de méthodologie ?</a></i> (MV., 8/8/2013). Il tente de résumer l'avis de plusieurs auteurs sur le format IMRaD. Si en théorie tous les chercheurs s'accordent à rédiger en IMRaD de façon universelle, il est essentiel de critiquer le contenu de ces différentes parties afin de savoir si l'article retranscrit des informations de qualité.</span></div>
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</div>
</div><a href="http://le-gerar.blogspot.com/2014/08/de-la-methodologie-dune-etude-celle-de.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>N.Shahmaeihttp://www.blogger.com/profile/10284706200655868436noreply@blogger.com0tag:blogger.com,1999:blog-3796910190822323908.post-58920578704515353432014-08-14T13:47:00.001+01:002014-08-14T13:47:38.873+01:00L'isocinétisme reste une valeur sûre - Bday Part 2<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqNqF6Rj7-NCE2kRIb5602kiESJL19ipnYZTlIaaFJ22sz8A1GKi4r_KHbn9CtvXwDt963Zp4RWqYq-VDi4ffC6-r9TbleHQw0lhbeXl9l7uVb_lrK4zvBXekxu0MgezhaEIYw-OTv9SHu/s1600/gerar+isocin%C3%A9tisme+isokinetic+dispositif+medical.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqNqF6Rj7-NCE2kRIb5602kiESJL19ipnYZTlIaaFJ22sz8A1GKi4r_KHbn9CtvXwDt963Zp4RWqYq-VDi4ffC6-r9TbleHQw0lhbeXl9l7uVb_lrK4zvBXekxu0MgezhaEIYw-OTv9SHu/s1600/gerar+isocin%C3%A9tisme+isokinetic+dispositif+medical.jpg" height="234" width="320"></a></div>
<span style="font-family: Arial,Helvetica,sans-serif;">Le troisième article le plus plébiscité concerne l'appareil d'isocinétisme ayant pour titre<i> </i><a href="http://le-gerar.blogspot.fr/2011/03/exploration-isocinetique-un-moyen.html" target="_blank"><i>Exploration isocinétique : un moyen d'évaluation musculaire</i> </a>(NS., 16/03/2011). C'est là aussi un billet servant d'amorce dans les connaissances fondamentales de l'isocinétisme, ses paramètres, ses principes. Cet article est associé à un autre billet qui présente l'isocinétisme <a href="http://le-gerar.blogspot.fr/2011/04/lisocinetisme-un-outil-de-reeducation.html" target="_blank">comme un outil de rééducation.</a> Les membres du GERAR ont pu devenir des experts dans l'utilisation ce concept notamment dans la rééducation du genou de par leur pratique quotidienne et <a href="http://le-gerar.blogspot.fr/search/label/isocin%C3%A9tisme" target="_blank">leurs formations régulières à ce sujet</a>. </span></div>
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"></span><br>
</div></div><a href="http://le-gerar.blogspot.com/2014/08/lisocinetisme-reste-une-valeur-sure.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>N.Shahmaeihttp://www.blogger.com/profile/10284706200655868436noreply@blogger.com2tag:blogger.com,1999:blog-3796910190822323908.post-91763165970462056982014-08-07T13:47:00.001+01:002014-08-07T13:47:21.087+01:00Les ligaments du genou croisent les avis du GERAR - Bday Part 1<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkDyQST0gDvNdRkzIbBvkggfPySQOci-bu3KQDhEfKREuGtjy3HK1uK9SG-tY8BwG5hcjNXpOY3NhMEj3PHQut92BMQv_x8g3BZb5VEQfWPuNPqHWkUQx1F5fnGycW854IQAJL4hI_IFNd/s1600/genou+LCA+LCP+gerar+.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkDyQST0gDvNdRkzIbBvkggfPySQOci-bu3KQDhEfKREuGtjy3HK1uK9SG-tY8BwG5hcjNXpOY3NhMEj3PHQut92BMQv_x8g3BZb5VEQfWPuNPqHWkUQx1F5fnGycW854IQAJL4hI_IFNd/s1600/genou+LCA+LCP+gerar+.jpg" height="240" width="320"></a></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"> Ce top 5 des articles posté sur le blog se voit dominé par deux billets technico-pratiques sur la rééducation du genou après lésion des ligaments croisés. Cela met en évidence que beaucoup d'entre vous, chers lecteurs, désirent avoir des informations pour votre pratique quotidienne. Ce thème de recherche bibliographique a été fondateur dans la méthodologie scientifique et éditoriale du GERAR et sur lequel ses membres ont beaucoup écrit pour enrichir leur débat. Lequel débat que nous avions voulu présenter lors des Journées Francophones de la Kinésithérapie 2013 avec une originalité pédagogique et scientifique ; <i><a href="http://le-gerar.blogspot.fr/2013/02/gerars-show-from-jfk-2013.html" target="_blank">OKC versus CKC</a> </i>(et nous dit-on un certain succès)<i>. </i></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><i></i></span><br>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><i></i></span><br>
</div></div><a href="http://le-gerar.blogspot.com/2014/08/les-ligaments-du-genou-croisent-les.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>N.Shahmaeihttp://www.blogger.com/profile/10284706200655868436noreply@blogger.com0tag:blogger.com,1999:blog-3796910190822323908.post-64353979739441289432014-07-18T13:02:00.000+01:002014-08-05T10:26:50.662+01:00GERAR a déjà 5 ans !<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjenkYlkYiKbEqeNIYFy51mrd-M0E4gJtXid2JfF2HWuLfHI9YFmtiti8ZH3t2vyzH07y_2vfVD_xggz98-tQXdkEjUiBkxH1HSpx18fy2t4ceiOdthnea1GbKv-hVxsRRLklV1vt0cdReP/s1600/10.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjenkYlkYiKbEqeNIYFy51mrd-M0E4gJtXid2JfF2HWuLfHI9YFmtiti8ZH3t2vyzH07y_2vfVD_xggz98-tQXdkEjUiBkxH1HSpx18fy2t4ceiOdthnea1GbKv-hVxsRRLklV1vt0cdReP/s1600/10.jpg" height="320" width="287"></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"> Le Groupe d’Études et de Recherches Appliquées à la
Rééducation arrive au terme de sa cinquième année depuis création en 2009. Et 4
ans et demi de rédaction sur ce blog. Ses 3 co-fondateurs sont fiers de pouvoir
publier ce billet qui souligne leur passion toujours aussi enflammée et leur
abnégation à promouvoir l'objectivité dans la prise en charge thérapeutique.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Un bref retour en arrière pour raconter comment GERAR est né
! Cela pourra donner quelques vocations aux lecteurs souhaitant nous rejoindre
et/ou envieux de créer la même dynamique qui anime le GERAR. Il fut le fruit de
la rencontre entre 3 collègues soignants travaillant au sein du même
établissement de soins de suite et de réadaptation. Ils étaient animés par le
même questionnement professionnel : <i><span style="font-size: small;"><b>comment puis-je savoir si ce que je fais
avec ce patient est efficace ?</b></span></i></span></div>
<div style="text-align: justify;">
<i><span style="font-size: small;"><b><span style="font-family: Arial,Helvetica,sans-serif;">
</span></b></span></i></div>
<div class="MsoNormal" style="text-align: justify;">
<br></div>
</div><a href="http://le-gerar.blogspot.com/2014/07/gerar-deja-5-ans.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>N.Shahmaeihttp://www.blogger.com/profile/10284706200655868436noreply@blogger.com0tag:blogger.com,1999:blog-3796910190822323908.post-80592120488781487292014-06-16T08:00:00.000+01:002014-06-16T08:00:01.309+01:00Améliorer le travail d’équipe oui, mais comment ?<div style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgts_fXmM0RiHr1L15SpwKK5TK73OYDOEiiTdgfpIjMptbx70wPkk3KYcWkrbdjgY2x-_PEcrUoiziiOiy-Bbt-ZdTMTU16H9_dB9pygMYXhL02WyTcQMU_6yFqGlGd-Iwm8J0vVB6boZhM/s1600/IMPROVING+TEAMWORK+GERAR+JONES.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgts_fXmM0RiHr1L15SpwKK5TK73OYDOEiiTdgfpIjMptbx70wPkk3KYcWkrbdjgY2x-_PEcrUoiziiOiy-Bbt-ZdTMTU16H9_dB9pygMYXhL02WyTcQMU_6yFqGlGd-Iwm8J0vVB6boZhM/s1600/IMPROVING+TEAMWORK+GERAR+JONES.jpg" height="320" width="225"></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> L’efficacité du travail d’équipe est une stratégie
recherchée par les professionnels mais aussi par les dirigeants. La littérature
scientifique s’intéressant au travail d’équipe et aux approches pluridisciplinaires,
souligne que le travail d’équipe permet une meilleure cohésion d’équipe et une
amélioration de la sécurité des prises en charge pour le patient.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> Ce travail
d’équipe est un concept complexe à prendre en compte et à définir de façon
précise. Souvent le dynamisme interprofessionnel est développé depuis quelques
années mais peu d’études qualitatives s’y intéressent.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> Jones et Jones en 2011 [1]
dans le <a href="http://informahealthcare.com/journal/jic" target="_blank"><i>Journal of Interprofessional Care</i></a> s’y sont intéressés. Cette étude
réalisée chez nos voisins anglais s’intéresse donc à la perception que
possèdent les personnes d’une équipe sur la notion de cohésion ou d’ambiance au
sein d’une équipe.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br></div>
<a href="http://le-gerar.blogspot.com/2014/06/ameliorer-le-travail-dequipe-oui-mais.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>G.E.R.A.Rhttp://www.blogger.com/profile/12178023580732706899noreply@blogger.com0tag:blogger.com,1999:blog-3796910190822323908.post-59501941582802479162014-05-19T20:38:00.001+01:002014-06-15T22:55:31.072+01:00Travailler en équipe pour faire parler le métier <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_RArUj4RN6kqdJqSI6nyepvhl0yWeUDSZcra8vXZGMWrFh1lIUfRq1Zh7lBP51oJlDHewjGsEaDBTCaI6JivjyOwjHrfh-GbMo2pLGj6-lPwby8RpSiWO4QtBDqPDSBdtu7bBxOkG-FhJ/s1600/equipe+gerar+parler+travail+me%CC%81tier.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_RArUj4RN6kqdJqSI6nyepvhl0yWeUDSZcra8vXZGMWrFh1lIUfRq1Zh7lBP51oJlDHewjGsEaDBTCaI6JivjyOwjHrfh-GbMo2pLGj6-lPwby8RpSiWO4QtBDqPDSBdtu7bBxOkG-FhJ/s1600/equipe+gerar+parler+travail+me%CC%81tier.png" height="181" width="200"></a></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> La pluridisciplinarité peut avoir plusieurs atouts pour les
professionnels de santé. Si nous avons vu <a href="http://le-gerar.blogspot.fr/2014/05/se-reunir-pour-travailler-en-equipe.html" target="_blank">dans un précédent billet</a> comment il
était nécessaire de développer une problématique commune pour être plus
efficace auprès du patient, les moments de travail collectif peuvent aussi être
l'occasion de faire <b><i>« parler son métier »</i></b>.</span></span><br>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> Ravon a voulu mettre en
avant cet aspect du travail d'équipe en prenant comme exemple l'une de ses
interventions dans un établissement de protection de l'enfance [1].
« Faire équipe » consisterait avant tout à faire parler ensemble le
métier de chacun, c'est en tout cas son hypothèse de départ en utilisant des
ateliers de réunion pluriprofessionnelle.
</span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br></span></span>
</div></div><a href="http://le-gerar.blogspot.com/2014/05/travailler-en-equipe-pour-faire-parler.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>N.Shahmaeihttp://www.blogger.com/profile/10284706200655868436noreply@blogger.com0tag:blogger.com,1999:blog-3796910190822323908.post-52861476730444344602014-05-04T06:40:00.001+01:002014-05-04T06:40:35.863+01:00Se réunir pour travailler en équipe<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: Arial;"> Le
travail en équipe est un élément dans nos pratiques apparaissant de façon
quasi-constante que ce soit en pratique institutionnelle ou bien en libéral. Et
malgré son aspect à priori central dans le soin, les moyens et les méthodes
enseignées sur l'interdisciplinarité restent encore obsolète dans les
formations initiales. <a href="http://le-gerar.blogspot.fr/2014/02/le-gerar-demontre-lefficacite-du.html" target="_blank">Suite à une communication à l'occasion du CIFEPK 2014,</a> le
GERAR souhaite revenir sur des références utilisées pour mettre l'accent sur
des pistes de réflexion (à développer collectivement bien sûr...).<o:p></o:p></span></div>
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<span style="font-family: Arial;">Lin
Grimaud [1] est un psychologue-formateur travaillant sur les enjeux d'une équipe
de salariés tant dans son origine même que dans son déroulement et son comportement.
Il prend en exemple dans cet article les groupes des travailleurs sociaux.<o:p></o:p></span></div>
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<br></div>
</div><a href="http://le-gerar.blogspot.com/2014/05/se-reunir-pour-travailler-en-equipe.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>N.Shahmaeihttp://www.blogger.com/profile/10284706200655868436noreply@blogger.com0tag:blogger.com,1999:blog-3796910190822323908.post-70126314705179331532014-04-09T22:11:00.002+01:002014-04-10T12:28:00.193+01:00Ethiques et Soins, la valeur du soignant<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisL0DKn7RsvXU53WdaiPgppZptMVuS6R6GiP9TMIm1Um-5FuGsjoqkmZMKn8fGbkube3d8J5bnjAW67BADh1_5b3I1DsXMfYBrTIPr8Bn5Vnaj8NZ6XYhBPbd0lqSaY3PC4ak1EXTpFbQR/s1600/espace+ethique+gerar.jpg" imageanchor="1" style="clear: left; display: inline !important; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisL0DKn7RsvXU53WdaiPgppZptMVuS6R6GiP9TMIm1Um-5FuGsjoqkmZMKn8fGbkube3d8J5bnjAW67BADh1_5b3I1DsXMfYBrTIPr8Bn5Vnaj8NZ6XYhBPbd0lqSaY3PC4ak1EXTpFbQR/s1600/espace+ethique+gerar.jpg" height="200" width="200"></a></div>
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<span style="font-family: Arial;"> Le
27 mars à l’université Paris Dauphine a eu lieu une conférence introductive sur
l’Éthique et les valeurs du soin présentée par le professeur d’Éthique Médicale
à l’université Paris XI et directeur de l’<a href="http://www.espace-ethique.org/" target="_blank">Espace-Éthique</a>, Emmanuel Hirsch.<o:p></o:p></span></div>
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<span style="font-family: Arial;"> Après
une brève présentation de la promotion <a href="http://www.mba-sante.dauphine.fr/" target="_blank">MBA Santé</a>, hôte de cette conférence,
composée notamment de soignants, le Pr Hirsch a introduit son exposé en
rappelant que l'éthique médicale a eu comme point de départ les procès de
Nuremberg consécutives à la seconde guerre mondiale. Le <a href="http://www.frsq.gouv.qc.ca/fr/ethique/pdfs_ethique/nuremberg_f.pdf" target="_blank">code de Nuremberg</a> a été
rédigé pour faire naître les premières règles relatives à la recherche biomédicale. </span><br>
<span style="font-family: Arial;"></span><br>
</div></div><a href="http://le-gerar.blogspot.com/2014/04/ethiques-et-soins-la-valeur-du-soignant.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>N.Shahmaeihttp://www.blogger.com/profile/10284706200655868436noreply@blogger.com0tag:blogger.com,1999:blog-3796910190822323908.post-24798205215152699842014-03-23T14:29:00.000+00:002014-04-01T09:09:24.542+01:00Le GERAR se penche sur les recommandations GRRAS.<div class="MsoNormal" style="text-align: justify;">
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" width="229"></a><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> Le GERAR s’intéresse à la validité des protocoles de
recherche et à la fiabilité des mesures utilisées. Le lien est évident en
pratique : Utilisons-nous les bonnes techniques, mesures, évaluations pour
objectiver un état ou une fonction ? Le niveau de fiabilité ou d’accord
des échelles, classifications ou instruments sont très largement inconnues.
Mais existe-t-il des recommandations de bonnes pratiques dans ce domaine ?</span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> Un collectif de chercheurs s’est penché sur ces questions en
évaluant les articles qui rapportent la fiabilité ou l’accord d’une mesure,
d’un score ou encore d’un diagnostic. Un constat : Ces études
scientifiques ne suivent jamais les mêmes schémas et par conséquent ne
fournissent jamais les mêmes informations. Pour améliorer la qualité des études
scientifiques s’intéressant à la fiabilité, les « Guidelines for Reporting
Reliability and Agreement Studies » ont été rédigées.</span></span></div>
<a href="http://le-gerar.blogspot.com/2014/03/le-gerar-se-penche-sur-les.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>G.E.R.A.Rhttp://www.blogger.com/profile/12178023580732706899noreply@blogger.com0tag:blogger.com,1999:blog-3796910190822323908.post-50369713375728610852014-02-26T07:38:00.000+00:002014-02-26T11:08:49.207+00:00Le GERAR démontre l’efficacité du travail d’équipe au CIFEPK 2014 <div dir="ltr" style="text-align: left;" trbidi="on">
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<!--[if gte mso 9]><xml>
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cette année à Lyon, les 7, 8 et 9 février 2014, le GERAR dans un souci de
partage, vous livre la prestation de 2 de ces membres : Nathanaël Shahmaei
et Mathieu Vergnault. Ils ont été sélectionnés pour les communications orales
libres et ont présenté <i>"la pluridisciplinarité dans le soin : gage
d’efficience ou d’escroquerie pour le patient ?"</i></span></span></div>
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</div></div><a href="http://le-gerar.blogspot.com/2014/02/le-gerar-demontre-lefficacite-du.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>G.E.R.A.Rhttp://www.blogger.com/profile/12178023580732706899noreply@blogger.com0tag:blogger.com,1999:blog-3796910190822323908.post-20155717640787879662014-01-20T05:00:00.000+00:002014-01-20T05:00:00.949+00:00Tester l’équilibre sur la Wii®, est-ce fiable ?<div class="separator" style="clear: both; text-align: center;">
<a href="http://sickr.files.wordpress.com/2012/01/wii_fit_board.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://sickr.files.wordpress.com/2012/01/wii_fit_board.jpg" height="148" width="200"></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"> Au sein de nos pratiques respectives, les activités écrans
(logiciels ludiques ou non) semblent être intégrés de plus en plus dans les
structures de réadaptation. Dans le cas d’exercices ou de bilans d’équilibre
sur plateforme, quelle est la pertinence des résultats obtenus ? Qu’en
pense la littérature scientifique ? Dans une optique d’objectivation des
performances, est-ce que les tests utilisés sont reproductibles ? Est-ce
qu’une seule session de test permet d’avoir les capacités réelles du
sujet ? Ces questions de reproductibilité ont été soumises à ces nouvelles
technologies qui investissent nos pratiques professionnelles : Le GERAR se
penche donc sur le cas de </span><st1:personname productid="la Nintendo" style="font-family: Arial, Helvetica, sans-serif;" w:st="on">la
Nintendo</st1:personname><span style="font-family: Arial, Helvetica, sans-serif;">® Wii-Fit®, et particulièrement sur sa plateforme
d’équilibre la « balance board » car c’est souvent d’elle qu’il est
question dans la littérature [1-3].</span></div>
<a href="http://le-gerar.blogspot.com/2014/01/tester-lequilibre-sur-la-wii-est-ce.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>G.E.R.A.Rhttp://www.blogger.com/profile/12178023580732706899noreply@blogger.com2tag:blogger.com,1999:blog-3796910190822323908.post-65748576579188506442014-01-07T05:00:00.000+00:002014-01-12T13:57:40.185+00:00La pluridisciplinarité dans le soin : gage d’efficience ou d’escroquerie pour le patient?<div class="MsoNormal" style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1VXS48zqxz4IWkEUaZ2BIVJ6mVeiQafo6A663LYusi-_BaBGcuFUzRwUk-RaPBSO7qmgUbN08EX-WfMhpb3WeoJlx2oW0E2SfeIyNGVGs3eVXzEaGyshAzthvDxr5tohMY8h5qpWDm4rc/s1600/CIFEPK+GERAR.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1VXS48zqxz4IWkEUaZ2BIVJ6mVeiQafo6A663LYusi-_BaBGcuFUzRwUk-RaPBSO7qmgUbN08EX-WfMhpb3WeoJlx2oW0E2SfeIyNGVGs3eVXzEaGyshAzthvDxr5tohMY8h5qpWDm4rc/s1600/CIFEPK+GERAR.jpg" height="200" width="193"></a><span style="font-family: Arial, Helvetica, sans-serif;"> Le GERAR sera présent une nouvelle fois au congrès
international francophone des étudiants en physiothérapie/kinésithérapie – <a href="http://www.cifepk.org/CIFEPK/Accueil.html"><b>CIFEP-K</b></a>. Il y a 2 ans, les
membres du GERAR avaient eu l’occasion de présenter quelques communications et
même de faire partie du comité scientifique (informations supplémentaires <a href="http://le-gerar.blogspot.fr/2011/09/cifepk-2012.html"><b>ici</b></a>, <a href="http://le-gerar.blogspot.fr/2011/12/gerar-se-rend-au-cifepk-2012.html"><b>là</b></a>
ou encore <a href="http://le-gerar.blogspot.fr/2012/02/le-cifep-k-en-met-plein-les-yeux-au.html"><b>ici</b></a>)</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"> Cette année le GERAR veut mettre en lumière l’intérêt du travail en équipe
pluridisciplinaire autour du patient. Nous travaillons quasiment tous en équipe
et rencontrons des problématiques qui sont inhérentes à ce type de
collaboration.</span></div>
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<a href="http://le-gerar.blogspot.com/2014/01/la-pluridisciplinarite-dans-le-soin.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>G.E.R.A.Rhttp://www.blogger.com/profile/12178023580732706899noreply@blogger.com0tag:blogger.com,1999:blog-3796910190822323908.post-57728143485951941262013-12-25T06:00:00.000+00:002013-12-25T06:00:01.314+00:00Isocinétisme : Actualités et controverses. Retour des XVèmes rencontres Médimex. Part.2<div style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUox2ZP1kEBABXu7rCOtjdpai_WARdOwxAnit9o192hqySSphGaEMNxu3q7WyIcE8mXDGXNfiHo-nOsG6KU0Q4e7itCGB6UjpJIK5nrB54EhL0y9UTY50j2Kac6CWrSQq0MCMC2gIHvrhj/s1600/Favicon.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUox2ZP1kEBABXu7rCOtjdpai_WARdOwxAnit9o192hqySSphGaEMNxu3q7WyIcE8mXDGXNfiHo-nOsG6KU0Q4e7itCGB6UjpJIK5nrB54EhL0y9UTY50j2Kac6CWrSQq0MCMC2gIHvrhj/s200/Favicon.png" width="200"></a></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> Après avoir développé l'intérêt d'une prise en charge en isocinétisme en chaine cinétique fermée en post-opératoire après plastie du ligament croisé antérieur, puis après rupture du tendon calcanéen dans un protocole excentrique de type Stanish, ou encore de l'influence de la flexion de hanche sur la force des ischios-jambiers.</span></span><br>
<br>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> Ce deuxième billet développe un paramètre qui est souvent mis de côté lors des tests d'évaluations isocinétiques: La qualité de force relative. Cette présentation a été donnée par Jean Louis Croisier lors des </span></span><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">XVèmes rencontres Médimex 2013.</span></span></div>
<a href="http://le-gerar.blogspot.com/2013/12/isocinetisme-actualites-et-controverses_25.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>G.E.R.A.Rhttp://www.blogger.com/profile/12178023580732706899noreply@blogger.com0tag:blogger.com,1999:blog-3796910190822323908.post-45268622057259115302013-12-18T06:00:00.000+00:002013-12-18T15:21:59.108+00:00Isocinétisme : Actualités et controverses. Retour des XVèmes rencontres Médimex. Part.1<div class="MsoNormal" style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEgQxbrjtnUpkj5DDwe_iLDiSA4be4FI9veaNUdv9VVNN6pLXgI5VC01woFx8VVQM3HUnAADZP9UzfJOelP_go6evDKfyt3L1aQD1oDw_TPqldaYM1X0lAutej1KVsWr_T8IB4_3FvuIvY/s1600/M%C3%A9dimex+GERAR+Isocin%C3%A9tisme.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEgQxbrjtnUpkj5DDwe_iLDiSA4be4FI9veaNUdv9VVNN6pLXgI5VC01woFx8VVQM3HUnAADZP9UzfJOelP_go6evDKfyt3L1aQD1oDw_TPqldaYM1X0lAutej1KVsWr_T8IB4_3FvuIvY/s200/M%C3%A9dimex+GERAR+Isocin%C3%A9tisme.png" width="200"></a></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> Depuis quelques temps déjà (plus d’informations <a href="http://le-gerar.blogspot.fr/2011/12/retour-sur-les-xiiieme-rencontres-de.html" target="_blank">ici</a> ou <a href="http://le-gerar.blogspot.fr/2011/11/isocinetisme-actualites-et-controverses.html" target="_blank">là</a>), le GERAR a eu l’occasion de participer à cette nouvelle journée organisée
par Médimex. Cette rencontre a eu lieu le 29 novembre dernier, et celle-ci
s’est articulée autour de 4 thèmes principaux : La traumatologie et
l’orthopédie, la recherche, la neurologie et pour terminer la médecine du
sport.</span></span><br>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> Cette année, de nouveaux invités, des thématiques d’investigations
toujours différentes autour de l’isocinétisme et encore des présentations qui
méritent d’être analysées et critiquées.</span></span><br>
</div><a href="http://le-gerar.blogspot.com/2013/12/isocinetisme-actualites-et-controverses.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
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Le site internet : https://sites.google.com/site/collectifgerar/</div>G.E.R.A.Rhttp://www.blogger.com/profile/12178023580732706899noreply@blogger.com1tag:blogger.com,1999:blog-3796910190822323908.post-11249557661040385692013-12-09T20:21:00.000+00:002013-12-09T22:31:20.956+00:00La Validité des études cliniques : une vaste opération !<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO5_fQO_eTOhy_zNheCztvgRo4_F5DrsflDfmzULBoQ77D_36jdF4JgzbxMQTLJ5xGlohpxHCNnOjNebgJLz4sQheS7727TU6a6YFIjC0Z_GT90efSRzBocDZ9aCestxK2xo9YpIhag4f0/s1600/certified+image.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="183" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO5_fQO_eTOhy_zNheCztvgRo4_F5DrsflDfmzULBoQ77D_36jdF4JgzbxMQTLJ5xGlohpxHCNnOjNebgJLz4sQheS7727TU6a6YFIjC0Z_GT90efSRzBocDZ9aCestxK2xo9YpIhag4f0/s200/certified+image.jpg" width="200"></a></div>
<span lang="EN-GB" style="font-family: Arial, Helvetica, sans-serif;"> Forestier R., Françon A. et Graber-Duvernay
B.[1] ont publié une analyse de la littérature au sujet des critères de
validité d’un essai thérapeutique et l’impact en<a href="http://le-gerar.blogspot.fr/2011/05/ebr-evidence-based-of-reeducation.html" target="_blank"> Evidence Based of Medecine</a>. Ces auteurs centrent leur analyse sur l’utilisation des grilles de lectures
quantitatives (GLQ). Si elles restent encore incontestables, leurs démarches
scientifiques reste encore à démontrer quant à leur rigueur. De plus, il serait
tentant de faire l’amalgame entre la valeur des essais thérapeutiques et la
valeur de la thérapeutique elle-même. Le but de cet article est donc de
déterminer les domaines de la validité d’un essai thérapeutique faisant l’objet
d’évaluations possibles. Les auteurs ont l’ambition également de créer une aide
pour élaborer des grilles de lecture prenant en compte les contraintes
spécifiques aux essais cliniques non-médicamenteux.</span></div>
</div><a href="http://le-gerar.blogspot.com/2013/12/la-validite-des-etudes-cliniques-une.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>G.E.R.A.Rhttp://www.blogger.com/profile/12178023580732706899noreply@blogger.com0tag:blogger.com,1999:blog-3796910190822323908.post-24627987285608296902013-11-28T15:42:00.003+00:002013-11-28T15:51:58.675+00:00Prescrire l'activité physique, le sport : une impasse ?<div class="separator" style="clear: both; text-align: center;">
<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTbX3T4S8V5yQMclWeLjb9bkXY2-KRcU0ji130CbcHdmCcTAM74" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-family: Arial, Helvetica, sans-serif;"></span></a></div>
<div class="MsoNormal" style="text-align: justify;">
<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTbX3T4S8V5yQMclWeLjb9bkXY2-KRcU0ji130CbcHdmCcTAM74" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTbX3T4S8V5yQMclWeLjb9bkXY2-KRcU0ji130CbcHdmCcTAM74"></a><span style="font-family: Arial, Helvetica, sans-serif;"> La question de la prescription de l'activité physique [AP]
est une question d'actualité. L'emploi du terme « prescription » pose
la responsabilité de l'inactivité physique sur les épaules des professionnels
de la santé et plus particulièrement des médecins. De nombreuses études ont
évalué l'efficacité du conseil à l'AP durant une consultation en médecine générale.
La majorité obtienne des effets modérés à court terme <a href="http://www.blogger.com/blogger.g?blogID=3796910190822323908" name="__UnoMark__2111_718457753">[1]</a>. A la vue de ces résultats et du
problème de santé publique que représente le manque d'AP chez les enfants,
adultes, malades chroniques ou personnes âgées, de nombreux acteurs de la santé
s'interrogent sur le manque ou l'absence de promotion de l'AP par le personnel
médical <a href="http://www.blogger.com/blogger.g?blogID=3796910190822323908" name="__UnoMark__2112_718457753">[2,3]</a>.</span></div>
<a href="http://le-gerar.blogspot.com/2013/11/prescrire-lactivite-physique-le-sport.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>G.E.R.A.Rhttp://www.blogger.com/profile/12178023580732706899noreply@blogger.com0tag:blogger.com,1999:blog-3796910190822323908.post-24036586365731293302013-11-07T23:06:00.003+00:002013-11-13T22:01:02.908+00:0031ème Journée de Traumatologie du Sport <!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><a href="http://www.echo-loco.fr/photo/art/default/5637187-8408223.jpg?v=1372063161" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="31eme journée de traumatologie du sport de la Pitié-Salpêtrière" border="0" src="http://www.echo-loco.fr/photo/art/default/5637187-8408223.jpg?v=1372063161" title="31eme journée de traumatologie du sport de la Pitié-Salpêtrière"></a> Le
9 novembre Le GERAR restera fidèle au rendez-vous et se rendra à la 31<sup>ème</sup>
Journée de Traumatologie du Sport. <a href="http://www.echo-loco.fr/attachment/426342/" target="_blank">Au programme</a> de cette journée une mise au
point sur les tendinopathies calcanéennes et rotuliennes. Le terme
« tendinite » ne semble plus adapté, en effet le terme tendinite fait
uniquement référence à l’inflammation du tendon. Or les pathologies touchant le
tendon peuvent être multiples et variées passant de l’inflammation à la
rupture.</span></span><br>
</div><a href="http://le-gerar.blogspot.com/2013/11/31eme-journee-de-traumatologie-du-sport.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>G.E.R.A.Rhttp://www.blogger.com/profile/12178023580732706899noreply@blogger.com0tag:blogger.com,1999:blog-3796910190822323908.post-1383209695960169142013-10-30T06:00:00.000+00:002013-10-30T06:00:02.112+00:00L'analyse statistique : et la pratique dans tout ça ?<div class="MsoNormal" style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
</div>
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSUeFtoLhdFGDvTZKKxAiq1gGhPhvoPjhlR40uEF4mX05WyEI-Fsg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSUeFtoLhdFGDvTZKKxAiq1gGhPhvoPjhlR40uEF4mX05WyEI-Fsg" width="155"></a><span style="font-family: Arial, Helvetica, sans-serif;"> Une mauvaise analyse statistique vous donne également des
p-values, des intervalles de confiance et autres résultats statistiques à
interpréter. Le problème c’est que le logiciel utilisé, ne vous dira jamais si
vous avez respecté les conditions pour utiliser ce test plutôt qu’un autre. Il
est alors nécessaire d’aiguiser son sens critique et de vérifier votre analyse
statistique.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"> Les associations retrouvées en terme mathématique ne
reposent sur aucun lien de causalité, bien que la statistique ne soit qu'une
mathématique contextualisée <b>[1]</b>. Il faut alors se pencher sur la signification
du statistiquement significatif. Est-ce que des résultats statistiquement
significatifs sont cliniquement intéressants ? </span><br>
<br>
</div><a href="http://le-gerar.blogspot.com/2013/10/lanalyse-statistique-et-la-pratique.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>G.E.R.A.Rhttp://www.blogger.com/profile/12178023580732706899noreply@blogger.com2tag:blogger.com,1999:blog-3796910190822323908.post-35066844331830332362013-10-18T05:00:00.000+01:002013-10-18T05:00:04.824+01:00L'analyse statistique : des indices à prendre en compte<div style="text-align: justify;">
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</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<a href="http://theevidence.com.au/wp-content/uploads/2012/04/inspecting-the-evidence1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="http://theevidence.com.au/wp-content/uploads/2012/04/inspecting-the-evidence1.jpg" width="200"></a><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> La statistique n'est pas une accumulation de chiffres mais
plutôt un mode de pensée [1], et comme tout mode de pensée, celle-ci doit être
explicitée afin de mieux l'appréhender. Les statistiques possèdent toute sa
place dans le domaine des sciences de la santé, surtout dans une logique de pratique
basée sur les preuves. </span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span><br>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> Depuis les années 1960, les études scientifiques utilisent
presque exclusivement la p-value, mais elle fait l’objet d’une méconnaissance
et d’une mauvaise utilisation [2]. Les erreurs fréquentes de définition de la
p-value ainsi que sa dépendance à la taille de l'échantillon fragilisent et
remettent en question son utilisation au sein de la logique statistique
fréquentiste.</span></span></div>
<br>
<a href="http://le-gerar.blogspot.com/2013/10/lanalyse-statistique-des-indices.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
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Le site internet : https://sites.google.com/site/collectifgerar/</div>G.E.R.A.Rhttp://www.blogger.com/profile/12178023580732706899noreply@blogger.com7tag:blogger.com,1999:blog-3796910190822323908.post-54444064565085829772013-10-09T04:30:00.000+01:002013-10-09T04:30:00.323+01:00L'analyse statistique : des données à décortiquer<div style="text-align: justify;">
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> Les articles s’intéressant à l’utilité des analyses
statistiques et aux approches explicatives des tests statistiques existent depuis
de nombreuses années [1]. Cet article se propose de développer les notions de
normalité d’un échantillon, d’appariement, de régression et de
concordance statistique.</span></span><br>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><br></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> Les analyses statistiques que vous retrouvez dans la
littérature scientifique se basent sur les propriétés des variables utilisées. En
biostatistique, une variable est une information ou une observation. Au vu du
nombre d'informations que le thérapeute rencontre sur le terrain, ces variables
peuvent être de différentes modalités. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"></span></span></div>
<br>
<a href="http://le-gerar.blogspot.com/2013/10/lanalyse-statistique-des-donnees.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
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Le site internet : https://sites.google.com/site/collectifgerar/</div>G.E.R.A.Rhttp://www.blogger.com/profile/12178023580732706899noreply@blogger.com5tag:blogger.com,1999:blog-3796910190822323908.post-20878772873908227862013-09-28T04:00:00.000+01:002013-09-28T04:00:00.371+01:00L'analyse statistique : point critique dans une étude.<div style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQyKNAEHjxoR1eHvN5ASiKRBFrGujLO-ujSk4NgpXj7zemxPHH4aQWlzRLSQx9cQaN8QLLE0wSDP1dWTA15seuAEJx11miyz0ZQwdpClTgXKNtLSZaeU-JXQrA_I23PUKP-9xv2lsB_aNz/s1600/stat.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQyKNAEHjxoR1eHvN5ASiKRBFrGujLO-ujSk4NgpXj7zemxPHH4aQWlzRLSQx9cQaN8QLLE0wSDP1dWTA15seuAEJx11miyz0ZQwdpClTgXKNtLSZaeU-JXQrA_I23PUKP-9xv2lsB_aNz/s1600/stat.jpg"></a><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> S'il y a bien un paragraphe dans une étude scientifique qui
peut poser problème en termes de compréhension pour la suite de l'article,
c'est bien souvent la partie des biostatistiques. Dans la littérature
scientifique, les biostatistiques possèdent un rôle central. Les conclusions
statistiques valident ou non, les hypothèses de départ énoncées par les
chercheurs. Dans un article cette partie n'est pas facile à analyser et à
critiquer, cependant « il n'est pas nécessaire de savoir construire une
voiture pour pouvoir la conduire » <i>(traduction libre)</i> [1].</span></span><br>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"></span></span><br>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"></span></span><br>
</div><a href="http://le-gerar.blogspot.com/2013/09/lanalyse-statistique-point-critique.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>G.E.R.A.Rhttp://www.blogger.com/profile/12178023580732706899noreply@blogger.com2tag:blogger.com,1999:blog-3796910190822323908.post-70236194443581542922013-09-17T17:18:00.001+01:002013-09-30T23:24:56.752+01:00L'ergonomie, qui soigne quoi ?<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNZFKRjNiKX-1P3iRM0vIU-gPtiZAgZc2XWy-pJV_QLmc84ywwN2vD51QLspyeMfKy5q9oTqWa56ypnrIK-wCvePGmB_8LSqapilCMuSN67nX-bBkxMTzY4uzfgMzpxlJzZq-ZaOM-nIy2/s1600/gera+ergonomie+re%CC%81seau+soignant.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNZFKRjNiKX-1P3iRM0vIU-gPtiZAgZc2XWy-pJV_QLmc84ywwN2vD51QLspyeMfKy5q9oTqWa56ypnrIK-wCvePGmB_8LSqapilCMuSN67nX-bBkxMTzY4uzfgMzpxlJzZq-ZaOM-nIy2/s200/gera+ergonomie+re%CC%81seau+soignant.png" width="200"></a></span></div>
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"> Ce post a été écrit pour réunir les disciplines du soin et de
l’ergonomie car beaucoup de problématiques peuvent être construites ensemble.
L’homme au travail représente un ensemble d’activités très variés tant au
niveau physiologique, cognitif et organisationnel. Si l’ergonomie française
veut conserver une approche globale, il ressort tout de même des domaines plus
ou moins spécifiques comme l’ergonomie cognitive, les interfaces Homme-Machine
(IHM), l’ergonomie des produits avec les « Users Experience ».</span></div>
</div><a href="http://le-gerar.blogspot.com/2013/09/lergonomie-qui-soigne-quoi.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>N.Shahmaeihttp://www.blogger.com/profile/10284706200655868436noreply@blogger.com0tag:blogger.com,1999:blog-3796910190822323908.post-80407501320985430502013-09-11T09:17:00.000+01:002013-09-11T09:17:06.979+01:00L’ergonomie, c’est quoi ?<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMOdI6No2NlYAcfSttOMZo1VjFyAHz_vm_B3OisIph-gIwbTLB0mfP7Ab0ni1-6X9IRt0AYlzDpqXbvuYXmBlIgLmkGUbTL4sqq62li-MWtoAg_kNTHc2Hf9nhcpu_pLz6x4tk00ylMp2l/s1600/humour+ergonomie+gerar.jpg" imageanchor="1" style="clear: left; display: inline ! important; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><span style="font-family: Arial, Helvetica, sans-serif;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMOdI6No2NlYAcfSttOMZo1VjFyAHz_vm_B3OisIph-gIwbTLB0mfP7Ab0ni1-6X9IRt0AYlzDpqXbvuYXmBlIgLmkGUbTL4sqq62li-MWtoAg_kNTHc2Hf9nhcpu_pLz6x4tk00ylMp2l/s1600/humour+ergonomie+gerar.jpg"></span></a><span style="font-family: Arial,Helvetica,sans-serif;"> Ce blog a toujours voulu solliciter la rencontre de
différentes disciplines autour d’un but commun : pouvoir objectiver ce que
les soignants font dans leurs pratiques. La pluridisciplinarité est très utile
pour conserver un regard critique sur nos actions. A l’occasion des 50 ans de
la Société d’Ergonomie en Langue française, ce billet a été rédigé dans le but de
promouvoir l’ergonomie en direction des professionnels de santé. Il est
question de présenter la conception de l’ergonomie française qui est
historiquement différente de la vision anglosaxone des « human
factors ». Pour illustrer le propos, nous tenterons de déterminer quel
pourraient-être les champs d’action de l’ergonomie dans le milieu du soin. </span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Le
dialogue est ouvert pour une activité soignante plus efficiente.</span></div>
</div><a href="http://le-gerar.blogspot.com/2013/09/lergonomie-cest-quoi.html#more">Lire la suite.</a><div class="blogger-post-footer">Le GERAR sur
Twitter : https://twitter.com/#!/LeGERAR
Facebook: https://www.facebook.com/pages/Le-GERAR
Le site internet : https://sites.google.com/site/collectifgerar/</div>N.Shahmaeihttp://www.blogger.com/profile/10284706200655868436noreply@blogger.com2