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<title>What Really Matters! - etudes_marketing</title>
<description>blog du pdg de Reperes - Institut d'études et de marketing intelligence</description>
<link>http://francoisabiven.blogspirit.com/etudes_marketing/</link>
<lastBuildDate>Mon, 07 Oct 2024 12:52:46 +0200</lastBuildDate>
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<guid isPermaLink="true">http://francoisabiven.blogspirit.com/archive/2015/04/10/printemps-des-etudes-5-ateliers-reperes-1-conference-special-3042553.html</guid>
<title>16 et 17 avril 2015 au Printemps des Etudes : 5 ateliers Repères + 1 conférence spécialement  pour vous !</title>
<link>http://francoisabiven.blogspirit.com/archive/2015/04/10/printemps-des-etudes-5-ateliers-reperes-1-conference-special-3042553.html</link>
<author>noreply@blogspirit.com (François)</author>
<category>Etudes Marketing</category>
<category>Recréation</category>
<pubDate>Fri, 10 Apr 2015 15:51:00 +0200</pubDate>
<description>
&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;img id=&quot;media-859131&quot; style=&quot;margin: 0.7em 0px;&quot; title=&quot;&quot; src=&quot;http://francoisabiven.blogspirit.com/media/00/00/175580184.jpg&quot; alt=&quot;printemps.jpg&quot; width=&quot;424&quot; height=&quot;202&quot; /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif';&quot;&gt;Depuis plusieurs années, Repères explore les différentes facettes d’un &quot;système 1 - Emotions et réactions spontanées&quot; qui prend de plus en plus d’importance dans la décision d’achat. D'où en 2014 des protocoles d’études inédits, qui intègrent le non-verbal, la métrologie corporelle et la linguistique émotionnelle (&quot;les 3 mots&quot;), ainsi que des équipements spécifiques comme &quot;The Lab in the Bag&quot;.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif';&quot;&gt;Cette année, nous souhaitons aller plus loin en réintroduisant une dimension clé dans la réussite de l'innovation : le &lt;strong&gt;Sensoriel&lt;/strong&gt;. En effet, nos travaux ont abouti à la conclusion que cette réussite dépendait des interrelations consommateur - produit - marque. Par exemple, chaque marque possède son propre ADN sensoriel, qui fixe le territoire de légitimité et d’opportunité de l'innovation produit. Encore faut-il définir et explorer ce territoire.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif';&quot;&gt;C'est dans cette veine que &lt;strong&gt;nous vous convions à assister&lt;/strong&gt; &lt;strong&gt;sur notre stand&lt;/strong&gt; à 5 mini-ateliers :&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18.0pt; text-align: justify;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif';&quot;&gt;jeudi 16 avril à 10h30&amp;nbsp;:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 36.0pt; text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Tahoma','sans-serif'; mso-fareast-font-family: Tahoma;&quot;&gt;-&lt;span style=&quot;font-stretch: normal; font-size: 7pt; font-family: 'Times New Roman';&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif'; color: #cc0000;&quot;&gt;le &lt;strong&gt;Napping&lt;/strong&gt; : perception consommateur d’un marché en reliant &lt;strong&gt;perceptions produits /formules et perception marque&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18.0pt; text-align: justify;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif';&quot;&gt;jeudi 16 avril à 15h&amp;nbsp;:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 36.0pt; text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Tahoma','sans-serif'; mso-fareast-font-family: Tahoma; color: #cc0000;&quot;&gt;-&lt;span style=&quot;font-stretch: normal; font-size: 7pt; font-family: 'Times New Roman';&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-size: 10pt; font-family: Arial, sans-serif; color: #cc0000; background-image: initial; background-attachment: initial; background-size: initial; background-origin: initial; background-clip: initial; background-position: initial; background-repeat: initial;&quot;&gt;test de produit : misez sur le&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;strong&gt;tryptique du succès&lt;/strong&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;(conso-marque-produit) &lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18.0pt; text-align: justify;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif';&quot;&gt;jeudi 16 avril à 16h30&amp;nbsp;:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 36.0pt; text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Tahoma','sans-serif'; mso-fareast-font-family: Tahoma;&quot;&gt;-&lt;span style=&quot;font-stretch: normal; font-size: 7pt; font-family: 'Times New Roman';&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif'; color: #cc0000;&quot;&gt;l'apport des&lt;strong&gt; mini-réseaux sociaux&lt;/strong&gt; à tous les stades de l'innovation : Un suivi des consommateurs tout au long de leur&lt;strong&gt; expérimentation de l’offre (produit et marque) dans la vraie vie&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18.0pt; text-align: justify;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif';&quot;&gt;vendredi 17 à 10h30 :&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 36.0pt; text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Tahoma','sans-serif'; mso-fareast-font-family: Tahoma;&quot;&gt;-&lt;span style=&quot;font-stretch: normal; font-size: 7pt; font-family: 'Times New Roman';&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif'; color: #cc0000;&quot;&gt;10 ans de pratique des &lt;strong&gt;réseaux bayésiens&lt;/strong&gt; : Connexion marque et produit&amp;nbsp; pour des recommandations/optimisations efficaces&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 18.0pt; text-align: justify;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif';&quot;&gt;vendredi 17 à 15h :&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;margin-left: 36.0pt; text-align: justify; text-indent: -18.0pt; mso-list: l0 level1 lfo1;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Tahoma','sans-serif'; mso-fareast-font-family: Tahoma;&quot;&gt;-&lt;span style=&quot;font-stretch: normal; font-size: 7pt; font-family: 'Times New Roman';&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif'; color: #cc0000;&quot;&gt;Emotional Monitoring&lt;/span&gt;&lt;/strong&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif'; color: #cc0000;&quot;&gt; : Révèle le &lt;strong&gt;lien profond à la marque et à son offre&lt;/strong&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif';&quot;&gt;:&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif';&quot;&gt;Compte tenu de l'espace limité, nous vous invitions à vous inscrire dès maintenant auprès de &lt;/span&gt;&lt;a href=&quot;mailto:reperes@reperes.net&quot;&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif';&quot;&gt;reperes@reperes.net&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif';&quot;&gt; en précisant le ou les ateliers concernés.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial, sans-serif; font-size: 10pt;&quot;&gt;Ce n’est- pas tout&amp;nbsp;: nous vous convions également chaleureusement à notre conférence&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif';&quot;&gt;vendredi 17 avril à 15h45&lt;/span&gt;&lt;/strong&gt;&lt;span style=&quot;font-size: 9.0pt; mso-bidi-font-size: 10.0pt; font-family: 'Arial','sans-serif';&quot;&gt; (salle Eiffel) &lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif';&quot;&gt;sur le thème :&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif'; color: #cc0000;&quot;&gt;Quali sensoriel : les nouvelles perspectives pour le produit comme pour la marque&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot; align=&quot;center&quot;&gt;&lt;span style=&quot;text-align: justify; font-size: 10pt; font-family: Arial, sans-serif;&quot;&gt;Cette prise de parole est accessible sur inscription préalable sur le site &lt;/span&gt;&lt;a style=&quot;text-align: justify;&quot; href=&quot;http://www.printemps-etudes.com/&quot;&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif';&quot;&gt;www.printemps-etudes.com&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;text-align: justify; font-size: 10pt; font-family: Arial, sans-serif;&quot;&gt;, où vous pourrez obtenir votre badge d’accès.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: 10.0pt; font-family: 'Arial','sans-serif';&quot;&gt;En vous souhaitant un très beau Printemps&amp;nbsp;!&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;
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<guid isPermaLink="true">http://francoisabiven.blogspirit.com/archive/2011/10/17/qu-est-ce-qu-une-marque-efficace-en-2011.html</guid>
<title>Quelle est la nature du lien entre un consommateur et une marque ?</title>
<link>http://francoisabiven.blogspirit.com/archive/2011/10/17/qu-est-ce-qu-une-marque-efficace-en-2011.html</link>
<author>noreply@blogspirit.com (François)</author>
<category>Emotional Monitoring</category>
<category>Etudes Marketing</category>
<pubDate>Wed, 23 Nov 2011 18:23:00 +0100</pubDate>
<description>
&lt;p&gt;&lt;img id=&quot;media-628172&quot; style=&quot;float: left; margin: 0.2em 1.4em 0.7em 0;&quot; title=&quot;&quot; src=&quot;http://francoisabiven.blogspirit.com/media/02/01/4138042040.jpg&quot; alt=&quot;logo Emotional Monitoring.jpg&quot; /&gt;Le dernier dossier de &lt;a href=&quot;http://www.marketresearchnews.fr&quot;&gt;Marketresearchnews&lt;/a&gt; portait sur l'efficacité des marques.&lt;/p&gt;&lt;p&gt;A cette occasion&amp;nbsp;&lt;a href=&quot;mailto:m.lallier@reperes.net&quot;&gt;Marie Laurence Juan Lallier&lt;/a&gt; (Gérante Repères Quali) et &lt;a href=&quot;mailto:c.schutz@reperes.net&quot;&gt;Catherine Schutz&lt;/a&gt; (Directrice Associée Repères) ont eu l'occasion d'exprimer notre vision de la nature du lien qui se construit entre un consommateur et une marque : un lien fondamentalement émotionnel et individualisé, difficilement accessible via les méthodes d'études traditionnelles.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;Voici la restranscription de leur interview conjointe menée par Thierry Semblat (*) :&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Thierry Semblat : Nous posons ici la question de la performance de la marque sous l’angle de l’efficacité. Mais peut-être n’est-ce-pas le prisme que vous utilisez&amp;nbsp; spontanément ?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;Marie Laurence Juan Lallier et Catherine Schutz :&lt;/strong&gt; Il est vrai que nous posons la question selon un angle un peu différent&amp;nbsp;: celui de savoir ce qu’est une marque aimée… Travailler avec nos clients historiques, comme Moet Hennessy par exemple, ou Heineken, nous a amenés à intégrer ces deux questions&amp;nbsp;: qu’est-ce qui fonde ma différence vis-à-vis des marques concurrentes, et comment parvenir à capter le lien émotionnel entre ma marque et mes clients.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Les termes ne sont jamais neutres… Cela implique beaucoup de choses de poser la question ainsi, sous l’angle du lien émotionnel…&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Effectivement. Le premier point, c’est que cette interrogation ne concerne pas que les très grandes marques, celles qui visent des volumétries de marché énormes ou à être leader sur leur marché, à la Danone ou Coca Cola. La question d’être aimé s’applique bien à tout le monde&amp;nbsp;!&lt;/p&gt;&lt;p&gt;Nous nous inspirons aussi de certaines avancées scientifiques, majeures à notre sens, qui mettent très clairement en évidence l’importance décisive des émotions dans le fonctionnement du cerveau humain, et donc dans les décisions que nous prenons. Ce sont les avancées des neurosciences, avec Antonio Damasio par exemple, qui font sens pour le marketing. Ces travaux remettent en cause l’opposition entre le rationnel et l’émotionnel. L’être humain est ainsi fait que sa perception de la réalité est une construction émotionnelle. La perception des marques n’échappe pas à cela… L’enjeu pour les marques est bien de savoir comment capter et nourrir ce lien émotionnel.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Les consommateurs choisissent aussi les marques en fonction de besoins très précis, et donc en fonction des offres, des caractéristiques produits… Est-ce qu’il n’y pas le risque de ne se focaliser que sur les seules variables émotionnelles, en oubliant les dimensions transactionnelles, qui sont pourtant clés ?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Cette réalité-là, qui est celle des produits, des services et de leurs caractéristiques, s’intègre bien dans ce schéma. Elle s’intègre dans cette construction émotionnelle qu’effectue le consommateur, et à laquelle il associe aussi ce que dit la marque, les valeurs qu’elle exprime. Au fond, nous ne disons rien d’autre que cela&amp;nbsp;: l’être humain qu’est le consommateur réinterprète la réalité, que ce soit celle des produits ou celle de la marque, en associant l’une et l’autre. Il ne prend pas la réalité telle qu’elle.&amp;nbsp; Il la reconstruit, dans un processus où tout interfère, y compris ses paramètres personnels : ses besoins, ses désirs du moment, mais aussi son histoire, ses expériences, ses valeurs, ses croyances. Et tout cela selon un processus très inconscient.&lt;/p&gt;&lt;p&gt;Les émotions sont toujours présentes, elles sont toujours mises à contribution, on le sait désormais scientifiquement. Et plus l’émotion est convoquée, plus le souvenir est fort.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;L’évolution de notre société vous semble cohérente avec cette importance du lien émotionnel entre les marques et les consommateurs&amp;nbsp;?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Il y a bien une dimension sociétale à prendre en compte. En résumé, il y a un remaniement des valeurs, avec de la part des individus un très fort besoin de rassurance, une quête de sens, de repères. Et précisément, les marques sont des repères. L’histoire que le consommateur construit dans sa relation avec une marque active plein de dimensions différentes. Il y a bien sûr l’expérience, le vécu du produit ou du service. Il y a l’imaginaire&amp;nbsp;de la marque : où est-ce qu’elle me transporte, avec quelles valeurs&amp;nbsp;? Cela va aussi jouer sur la relation qui s’établit avec la marque&amp;nbsp;: qu’est ce que le consommateur est prêt à sacrifier pour acheter une marque. Et cela va jouer également, de façon peut-être plus inconsciente encore, sur l’aspect identitaire. Quelle image de moi la marque me renvoie-t-elle, et est-ce que cette image va être valorisante&amp;nbsp;? Utiliser telle ou telle marque n’est pas neutre sur l’identité de la personne.&lt;/p&gt;&lt;p&gt;On a besoin de se rassurer et de trouver des ancrages, et la marque sert à cela, qu’elle soit petite ou grande. Parce je suis en lien avec elle, la marque me transforme, elle est toujours là donc elle me rassure. Elle constitue une référence valide dans le temps. Elle me conforte alors que la société baigne dans un mouvement très anxyogène. Tout cela fait qu’il y a un réel enjeu pour les marques de sentir ce lien et de bien le construire.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;En même temps, le consommateur est plus zappeur et infidèle que jamais, non&amp;nbsp;?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;C’est le pendant. Plus je suis dans le flou, plus je suis en quête de sens, plus je cherche partout. Et c’est bien la force de certaines marques, de savoir varier leurs offres tout en ayant une posture qui, au fond, est très stable. Les gens peuvent zapper, mais ils savent que la marque est toujours là, un peu comme une maman. L’enjeu pour la marque est bien de savoir là où elle doit être stable.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Si l’on en vient plus précisément à la nature des études qui vous paraissent les plus à même d’aider les marques dans cette recherche d’efficacité, ou pour être plus aimées…&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Sur un sujet comme celui-ci, et en partant de ces réflexions, nous avons été amenés à développer un monitoring spécifique, notre Emotional Monitoring, que l’on utilise en complément des trackings et qui a précisément pour vocation de faire le point et d’analyser ce que la marque fait au cœur de la personne. C’est avec lui que nous nous intéressons à l’âme de la marque.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Les approches «&amp;nbsp;classiques&amp;nbsp;» ne permettent pas de le faire&amp;nbsp;?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Non. C’est que nous disaient par exemple les équipes de Moet Hennessy quelques années en arrière&amp;nbsp;: certains éclairages leur permettaient d’appréhender la personnalité de la marque, son identité profonde, mais celle-ci n’était jamais retranscrite dans les bilans d’image au travers des grilles d’items habituellement utilisées. Les approches quantitatives «&amp;nbsp;aplatissaient&amp;nbsp;» complètement ce qu’ils entendaient via les études qualitatives et, a contrario, ces études qualitatives présentaient la limite de ne pas suffisamment hiérarchiser les informations et, par définition, de ne pas donner de chiffres, ce qui peut gêner la prise de décision.&lt;/p&gt;&lt;p&gt;Ces marques avec lesquelles nous travaillons avaient besoin d’intégrer la qualité de ce lien affectif dans leurs trackings ou leurs baromètres d’image, et d’en faire quelque chose que l’on peut suivre pour mesurer l’impact des actions entreprises par la marque. Elles ressentaient aussi le besoin d’intégrer cela dans leur stratégie marketing, de façon à définir comment projeter la marque dans le futur.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Les outils «&amp;nbsp;classiques&amp;nbsp;» évacuent les dimensions émotionnelles&amp;nbsp;?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;La plupart des outils quantitatifs, oui&amp;nbsp;: on demande à l’interviewé de rationnaliser ses émotions. Les approches qualitatives appréhendent ces émotions, elles apportent cette vision projective de la marque. Mais elles ont aussi leurs limites. Avec les études de groupe, on perd à un moment le fil des histoires individuelles. Les effets de consensus et de souci de cohérence empêchent de saisir ce que les gens pensent individuellement. L’emotional monitoring travaille précisément sur les perceptions individuelles de chacun, et sur un grand nombre d’individus.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Qu’est-ce-que cet outil, que vise-t-il&amp;nbsp;? &lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Il ne fait pas tout. Il n’est pas là pour sanctionner, donner la vision barométrique de l’évolution de la marque sur des items. Et il n’a pas vocation à être utilisé selon un format de mesure en continu, de type quotidien. C’est un outil un peu éponge, qui va absorber deux ou trois ans de communication et d’actions marketing. Il sert à mesurer le degré d’atteinte d’une stratégie à moyen terme, sur la marque et le lien qu’elle crée avec les consommateurs. L’idée est de mesurer ce qui s’est sédimenté.&lt;/p&gt;&lt;p&gt;La vocation de l’outil est de mettre en relief l’identité, les points d’ancrage de la marque. On est dans un vocable très qualitatif. On va parler du fonctionnement, de la dynamique de la marque… La question est de savoir ce que le public interprète des signaux émis par la marque, avec les éventuelles&amp;nbsp; «&amp;nbsp;més-interprétations&amp;nbsp;» qu’il peut y avoir.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;On n’est pas dans la sanction, mais dans une mise à plat hiérarchisée des menaces et opportunités pour la marque…&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;C’est vraiment cela. Avec cependant cette mesure de savoir si la marque, en l’espace de quelques années, a travaillé dans le bon sens. Cet outil ne vise pas non plus à définir les forces et faiblesses de la marque par rapport aux concurrents, qui sont appréhendées autrement. La question centrale est de savoir ce que la marque a de singulier, de propre, et ce sur quoi elle va pouvoir construire. On est très monadique, ce qui n’empêche pas de regarder l’autre pour mieux comprendre qui l’on est, et de mesurer quelle est la marque qui crée le lien émotionnel le plus fort avec ses clients.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Votre approche semble très qualitative, non ?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Elle est à la fois quali et quanti&amp;nbsp;! Mais, précisément, on ne veut pas être dans cette opposition entre les différentes techniques, dans ce clivage. Notre philosophie est d’apporter une réponse «&amp;nbsp;études&amp;nbsp;» et non une technique.&lt;/p&gt;&lt;p&gt;L’outil que nous proposons est résolument projectif, pour éviter précisément cette rationalisation et accéder aux émotions. Chacun s’exprime avec ses propres mots. Mais il y a bien une quantification, puisque nous travaillons sur des échantillons d’au moins une centaine de personnes. Celle-ci nous donne la solidité et la reproductibilité de l’approche. Mais elle nous permet aussi&amp;nbsp; d’atteindre une grande finesse, parce que nous disposons de beaucoup de réponses individuelles. On ne fait pas une simple codification de verbatim&amp;nbsp;: on analyse l’ensemble des réponses de chaque interviewé pour appréhender sa vision de la marque.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;En d’autres termes, ce sont des monographies&amp;nbsp;?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;C’est exactement cela. A la base, on prend les différentes «&amp;nbsp;histoires&amp;nbsp;» racontées individu par individu, on procède à une lecture interprétative interviewé par interviewé. Mais si chaque vision est unique, il y a malgré tout des «&amp;nbsp;visions types&amp;nbsp;» qui émergent. Et l’on sait positionner chaque individu par rapport à celles-ci, et ainsi obtenir une distribution, une quantification, sur des échantillons qui comportent au moins une centaine de personne. On n’est donc pas du tout sur une étude mécanique, mais sur un process qui demande un temps d’analyse important.&lt;/p&gt;&lt;p&gt;A l’arrivée, on obtient ainsi une quantification des visions types de la marque, selon les grands axes qui structurent les représentations.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Comment est-ce que je mesure la performance globale de ma marque, et comment je sais sur quoi travailler&amp;nbsp;?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;On sait positionner chaque interviewé dans une «&amp;nbsp;vision-type&amp;nbsp;» de la marque, mais on sait aussi identifier et mesurer son degré d’adhésion à cette marque, via des indicateurs projectifs. Est-ce que la personne a envie de rester dans le monde de la marque telle qu’elle l’a décrit&amp;nbsp;? Ce qui est très différent d’un jugement global, qui correspond à une sorte de moyenne très abstraite, à une rationalisation au fond peu opérante.&lt;/p&gt;&lt;p&gt;Et ces chiffres vont être très intéressants pour compléter la vision qualitative. Dans un sens ou dans un autre. C’est-à-dire que s’il y a une vision type de la marque à la fois très négative et fortement présente sur le marché, il va falloir la faire reculer, l’avantage étant que l’on sait très précisément ce sur quoi elle repose, y compris en termes d’expériences vécues par les consommateurs. C’est naturellement vrai dans l’autre sens : on sait quelles expériences ou quels éléments d’offre sont associés à une vision positive de la marque, et doivent donc être développés ou mis en avant.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;L’outil est original&amp;nbsp;: comment est-il perçu par les agences de communication&amp;nbsp;?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Avec cet outil, le fait est que l’on ne travaille pas qu’avec nos interlocuteurs études habituels. L’échange est très facilité avec les équipes en charge du marketing ou de la marque et les agences, parce que l’on n’intervient pas dans cette logique de sanction qu’ont souvent les études. On leur donne des éléments qui leur parlent, et qui sont néanmoins quantifiés, hiérarchisés. Et on peut le dire, oui, même les agences de communication nous aiment. Et on est comme tout le monde, on apprécie d’être aimé&amp;nbsp;!&lt;/p&gt;&lt;p&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/p&gt;&lt;p&gt;&lt;em&gt;(*) Ce texte est reproduit ici avec l'autorisation de MarketReserachNews. Vous pourrez retrouver sur &lt;a href=&quot;http://www.marketresearchnews.fr/catalog/category/view/s/dossier-du-mois-mrn/id/55/&quot;&gt;le site les cinq autres interventions autour de cette thématique&lt;/a&gt;&lt;/em&gt; : Jean-François Levionnois (LH2), Mériadec Blegent, Marion Luro Zayati et Marcel Botton (Nomen), Michael Bendavid (Strategic Research), Danielle Rapoport, Georges Lewi.&lt;/p&gt;
</description>
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<guid isPermaLink="true">http://francoisabiven.blogspirit.com/archive/2011/10/17/le-printemps-des-etudes-le-nouvel-evenement-de-notre-profess.html</guid>
<title>Le printemps des Etudes : le nouvel évènement de notre profession aura lieu le 5 et 6 avril 2012 !</title>
<link>http://francoisabiven.blogspirit.com/archive/2011/10/17/le-printemps-des-etudes-le-nouvel-evenement-de-notre-profess.html</link>
<author>noreply@blogspirit.com (François)</author>
<category>Etudes Marketing</category>
<category>Reperes - Passion for research</category>
<pubDate>Mon, 17 Oct 2011 15:22:00 +0200</pubDate>
<description>
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&quot; alt=&quot;&quot; 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&quot; height=&quot;63&quot; width=&quot;259&quot;&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;La démarche initiée fin 2010 par le &lt;a href=&quot;http://www.linkedin.com/groups?gid=3701284&amp;amp;trk=hb_side_g&quot; data-mce-href=&quot;http://www.linkedin.com/groups?gid=3701284&amp;amp;trk=hb_side_g&quot;&gt;collectif Recréation&lt;/a&gt; a porté ses fruits : le collectif avait pour ambition de recréer un nouvel évènement annuel de la profession des études, avec l'ambition de redonner sa place à la qualité du contenu et à la valeur ajoutée pour le visiteur.&lt;/p&gt;&lt;p&gt;Recréation, fort de ses 300 membres, a fonctionné de concert avec les associations des secteurs études marketing et communication pour définir un cahier des charges, lancer un appel d'offres et finalement choisir un organisateur. L'agence Empresarial a été retenue à l'issue de la consultation, notamment pour la cohérence de son projet et de ses valeurs avec l'ambition du collectif.&lt;/p&gt;&lt;p&gt;L'évènement, nommé &quot;le Printemps des Etudes&quot; est construit sur les parti-pris suivants : un équilibre entre la partie exposition et le contenu intellectuel de la manifestation, un événement à forte valeur ajoutée centré sur le contact d’affaires avec une participation élargie et qualitative, un lieu prestigieux et central (voir le &lt;a id=&quot;media-619886&quot; href=&quot;http://francoisabiven.blogspirit.com/media/00/02/1383927106.pdf&quot; data-mce-href=&quot;http://francoisabiven.blogspirit.com/media/00/02/1383927106.pdf&quot;&gt;communiqué de presse&lt;/a&gt;)&lt;/p&gt;&lt;p&gt;La 1ère édition du &quot;&lt;a href=&quot;http://www.printemps-etudes.com/&quot; data-mce-href=&quot;http://www.printemps-etudes.com/&quot;&gt;Printemps des Etudes&lt;/a&gt;&quot; aura lieu le 5 et 6 avril 2012 au Palais Brogniart.&lt;/p&gt;&lt;p&gt;Au plaisir de vous y rencontrer !&lt;/p&gt;&lt;p&gt;(NB: compte tenu de la démarche Recréation, Repères a choisi de ne pas être présent au salon SEMO 2011)&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;
</description>
</item>
<item>
<guid isPermaLink="true">http://francoisabiven.blogspirit.com/archive/2011/06/16/les-sciences-peuvent-elles-encore-faire-progresser-le-market.html</guid>
<title>Les sciences peuvent elles encore faire progresser le marketing ?</title>
<link>http://francoisabiven.blogspirit.com/archive/2011/06/16/les-sciences-peuvent-elles-encore-faire-progresser-le-market.html</link>
<author>noreply@blogspirit.com (François)</author>
<category>Etudes Marketing</category>
<category>Reperes - Passion for research</category>
<category>VideoEtude</category>
<pubDate>Thu, 16 Jun 2011 12:05:00 +0200</pubDate>
<description>
&lt;p&gt;&lt;img id=&quot;media-594061&quot; style=&quot;float: left; margin: 0.2em 1.4em 0.7em 0pt;&quot; title=&quot;&quot; src=&quot;http://francoisabiven.blogspirit.com/media/02/02/118658806.jpg&quot; alt=&quot;les_sciences_2_2.jpg&quot; /&gt;&lt;/p&gt;&lt;p&gt;La recherche marketing s'est développée en procédant par intégration d'apports scientifiques divers : en particulier ceux de la psychologie, de la sociologie, mais aussi des mathématiques (les statistiques)&amp;nbsp;&lt;/p&gt;&lt;p&gt;Le marketing a-t-il beaucoup à gagner à intégrer les avancées scientifiques récentes ?&lt;/p&gt;&lt;p&gt;Dans quels domaines ?&lt;/p&gt;&lt;p&gt;Pour quelles applications, et quels bénéfices pour les entreprises ?&lt;/p&gt;&lt;p&gt;Ces questions constituent le thème du dossier du mois de &lt;a href=&quot;http://www.marketresearchnews.fr&quot;&gt;Market Research News&lt;/a&gt;.&lt;/p&gt;&lt;p&gt;Voici la restranscription de mon interview menée à cette occasion par Thierry Semblat (*)&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Thierry Semblat : Est-ce si évident que le marketing puisse beaucoup progresser via les avancées scientifiques récentes&amp;nbsp;?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;François Abiven :&lt;/strong&gt; Oui. Il y a eu le développement de connaissances qui devraient fortement impacter le marketing. Parmi celles-ci, les plus importantes me semblent être celles qui concernent le fonctionnement de l’humain, tout ce qui est lié aux neurosciences et à la meilleure compréhension du fonctionnement du cerveau humain. Les travaux de Damasio, dont on parle depuis déjà quelques années, ont clairement montré l’importance du système automatique, inconscient, émotionnel dans nos choix et nos prises de décision. Et cela nous amène forcément à revoir la façon de faire du marketing et des études.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Qu’est-ce qu’il y a d’extraordinairement nouveau dans ces travaux ? La découverte de l’inconscient n’est pas vraiment une nouveauté…&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Ce qui est nouveau, c’est ce que ce que nous avons appris précisément sur la question de la prise de décision. Avant ces travaux, on avait l’image de l’humain comme ayant la capacité de poser et d’analyser des options de façon très réfléchie, rationnelle, et de prendre ainsi des décisions à l’issue de cette analyse. Hors, on se rend compte que dans la plupart des cas, la décision est beaucoup plus «&amp;nbsp;automatique&amp;nbsp;», inconsciente&amp;nbsp;: le cerveau va faire appel à la mémoire antérieure pour nous aider à prendre une décision, cela va donc passer par des circuits très rapides&amp;nbsp;; et le conscient intervient après coup, pour justifier et rationnaliser la décision qui a été prise. Aujourd’hui, ces mécanismes-là sont avérés, plus personne de sérieux ne les conteste.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Qu’est ce que cela implique pour les études&amp;nbsp;?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Cela remet en question le fait de se baser exclusivement sur ce que déclare le consommateur. Quand on pense à des protocoles d’études où l’on met le consommateur face à deux options de packaging pour lui demander lequel fait le plus efficace, c’est évident que l’on obtient des réponses complètement rationnalisées et donc biaisées.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Ce sont quand même deux choses différentes, que d’une part de mettre le consommateur en situation d’expert (pour juger par exemple de l’efficacité d’un packaging), et d’autre part recueillir ses perceptions…&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;C’est vrai. Mais ce qui est clairement invalidé, ce sont ces questionnaires très longs où l’on demande à l’interviewé de s’exprimer sur l’ensemble des items de perception pour lui demander in fine quel produit il achèterait&amp;nbsp;; ce n’est pas cohérent avec la réalité du consommateur. Le plus souvent, celui-ci ne maitrise pas ses choix. Bien sûr, on connaît les limites du déclaratif&amp;nbsp;depuis longtemps : c’est pour cela par exemple que l’on utilise les techniques projectives dans les études qualitatives. C’est un premier niveau bien intégré et qui garde toute sa pertinence. Mais il faut aller plus loin, revoir les protocoles des études quantitatives pour intégrer l’importance du spontané et de l’émotionnel.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Quelles sont les techniques&amp;nbsp;qui vont vers cela ?&lt;/strong&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Si on pousse au plus loin, il y a les techniques d’IRM, avec ces expériences où l’on observe chez les consommateurs quelles zones de leurs cerveaux sont activées selon les stimulis qu’on leurs présente. On sait par exemple que consommer Coca Cola ou Pepsi Cola n’active pas les mêmes zones du cerveau&amp;nbsp;! C’est une voie intéressante, mais on ne sait pas bien saisir les leviers&amp;nbsp;! Un peu plus simplement, il y a les électro-encéphalogrammes, dont l’usage se développe beaucoup, en particulier aux UK. Les résultats semblent là aussi intéressants, mais là encore, on obtient beaucoup de données non directement exploitables.&amp;nbsp; Et assez récemment, j’ai découvert l’existence d’un panel, aux USA, constitué de consommateurs ayant accepté d’être connecté à des systèmes de mesure de l’intensité électro-dermale (la conductance de la peau). On mesure là l’impact émotionnel. Toutes ces techniques visent bien, au-delà du déclaratif, à mesurer cet impact. Mais la question de l’interprétation subsiste là aussi…&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;La clé de voute est claire&amp;nbsp;: c’est la limite du rationnel. On utilise donc des techniques pour mesurer ce qui ne l’est pas et ce qui relève de l’émotionnel. Mais ce que vous dites de la difficulté commune à ces techniques, c’est que l’on ne sait quand même pas très bien comment les exploiter…&lt;/strong&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Il y a en effet deux enjeux. Le premier est celui de l’industrialisation des process pour ce type d’études, ce qui est en train de progresser fortement avec des outils et des appareillages de moins en moins couteux et intrusifs. Et l’autre enjeu est bien celui de l’interprétation, de la définition de normes, et de la connaissance. Mais on avance&amp;nbsp;!&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Il y a d’autres techniques encore ?&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Bien sûr. Il y a en particulier les systèmes d’eye-tracking, que l’on utilise chez Repères pour la mesure de l’impact émotionnel. Plus précisément, on enregistre le niveau d’excitation, via la dilatation de la pupille, la fixité du regard, la fréquence de clignement des yeux… On est en mesure de construire ainsi un score d’activation du répondant.&lt;/p&gt;&lt;p&gt;Cela fonctionne bien, tout en étant facile à mettre en place. Mais la limite ici, c’est que si l’on mesure bien un certain degré d’excitation, on ne sait pas en revanche si l’on a affaire à du positif ou à du négatif… Cela signifie qu’il faut combiner ces mesures avec des questions ouvertes…. Mais la technique que nous développons aujourd’hui et qui nous paraît très intéressante est celle de la reconnaissance faciale.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Parlons-en donc&amp;nbsp;! &lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Le principe est d’intégrer le non verbal et les émotions via l’enregistrement et l’analyse des expressions et de la gestuelle des consommateurs. Et là pour le coup, on dispose clairement de la valence&amp;nbsp;: on sait si l’émotion est positive ou négative&amp;nbsp;! On sait déterminer si la personne est dans la joie, la peur, la surprise,… Les émotions de base sont bien appréhendées, codifiées, validées, et ce de façon universelle. On se sert bien sûr des travaux de Paul Ekman, ce chercheur américain qui depuis les années 70 a étudié les expressions faciales, et a mis en évidence tout un langage. Et on est bien dans l’inné&amp;nbsp;: même des personnes nées aveugles utilisent les mêmes expressions faciales que celles qui n’ont pas ce handicap. Nous avons mené plusieurs expérimentations avec ces bases-là sur des tests de produits alimentaires, et plus récemment sur du «&amp;nbsp;sniff test&amp;nbsp;» cosmétique, ou des concepts. Et les résultats sont vraiment très intéressants&amp;nbsp;: nous avons été amenés à &amp;nbsp;enrichir la classification de Paul Ekman des émotions de base en y intégrant des descripteurs non verbaux spécifiquement adaptés à nos protocoles de test&amp;nbsp;; nous avons pu ainsi vérifier le gain significatif de discrimination entre les objets testés. Nous sommes désormais dans une phase qui consiste à industrialiser la mesure et la codification de ces expressions pour les placer dans des process études.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Quels sont les principaux avantages apportés par ce type d’études&amp;nbsp;?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Un des gros enjeux marketing, c’est de diminuer le taux d’échecs des lancements de nouveaux produits, qui est aujourd’hui très élevé, proche des 90% disent certains. Bien sûr, il est toujours difficile de faire la part des choses, entre la qualité du concept, et les aspects d’exécution et de mise en œuvre. Mais le fait est que la prédictivité des approches études «&amp;nbsp;classiques&amp;nbsp;»&amp;nbsp; n’est pas suffisante. Ces nouvelles approches doivent donc mieux prédire les comportements des consommateurs.&lt;/p&gt;&lt;p&gt;Ces techniques ont aussi l’intérêt de mieux discriminer les concepts ou les produits, là où l’usage du déclaratif donne le plus souvent des résultats assez «&amp;nbsp;plats&amp;nbsp;». Alors que la question de l’annonceur est bien sûr de savoir lequel de ces produits ou concepts peut susciter le plus d’enthousiasme, le plus d’impact…&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Cela remet complètement en cause&amp;nbsp;l’intérêt du déclaratif ?&lt;/strong&gt;&lt;/span&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Ah non&amp;nbsp;! Pour moi il s’agit bien d’une combinatoire. Dans les essais que nous avons menés, le croisement entre les résultats issus du déclaratif et ceux provenant du non déclaratifs sont très cohérents. Mais le non-verbal donne un relief, un contraste qui est nettement supérieur. Conserver le déclaratif permet déjà se rassurer&amp;nbsp;! Mais surtout, l’idée est que la mesure, le score proviendra du non-verbal, mais que l’explication sera donnée par le déclaratif, et tout particulièrement par les questions ouvertes permettant d’identifier les associations qui sont spontanément faites par le consommateur.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;D’autres avancées scientifiques vous semblent importantes à prendre en compte&amp;nbsp;?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Il y a des progrès importants dans le domaine de l’économie, mais aussi des statistiques.&lt;/p&gt;&lt;p&gt;On assiste au développement d’une nouvelle branche de la science économique, l’économie dite «&amp;nbsp;comportementale&amp;nbsp;», dont la dynamique est très forte, et qui bénéficie d’une forte reconnaissance avec le prix nobel attribué en 2002 à Daniel Kahneman. Cette branche invalide les théories économiques classiques, qui repose sur le principe de l’homo «&amp;nbsp;oeconomicus&amp;nbsp;»&amp;nbsp;: cet être rationnel qui choisit l’option présentant la plus grande utilité pour lui. L’économie comportementale montre et explique qu’au contraire, les êtres humains adoptent souvent un comportement qui peut sembler paradoxal ou non-rationnel. Par exemple, le fait que chez l’être humain, l’aversion pour la perte l’emporte le plus souvent sur l’envie du gain, ce qui va générer des comportements d’inertie. Il y a aussi cet exemple bien intéressant d’un point de vue marketing, signalé par un livre très bien fait de Dan Ariely *&amp;nbsp;: quand on demande aux gens de choisir entre un produit A et un produit B, le fait de rajouter un 3&lt;sup&gt;ème&lt;/sup&gt; produit qui est une version dégradée de ce produit A booste considérablement l’attrait de ce dernier.&lt;/p&gt;&lt;p&gt;Nous ne sommes pas encore très avancés sur la façon d’intégrer cela dans les études marketing, mais je suis persuadé que cela aura des impacts. Ce qui est clair néanmoins, c’est que cela invite à beaucoup intégrer les effets de contexte de décision (par exemple les scenarios d’offre), et à savoir gérer des plans d’expérience complexes.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Tout cela est assez lié au développement de la neuroscience…&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Oui, au fond cela repose sur l’idée que l’être humain ne se réduit pas à un être rationnel. Il intègre dans ses choix des paramètres qui sont de l’ordre de l’inconscient, de l’émotionnel. C’est en tout cas la fin des visions purement utilitaristes des choses.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Vous évoquiez aussi l’importance des avancées dans le domaine statistiques...&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Effectivement. Il y a eu ces découvertes sur ce que l’on appelle les lois de puissance, et les lois fractales. Benoit Mandelbrot est un de ses théoriciens les plus importants, avec des applications très intéressantes pour le monde de la finance, qui sont reprises dans un livre passionnant de Nassim Nicholas Taleb&amp;nbsp;: Le Cygne noir*. La remise en cause de la loi normale est particulièrement intéressante dans ce champ théorique. C’est à dire qu’il y a un certain nombre de phénomènes pour lesquels il est tout à fait pertinent de raisonner en termes de moyennes et d’écarts types, et notamment toutes les grandeurs physiques (c’est le cas de la taille des gens par exemple, où la moyenne a un sens). Mais en revanche, il y a tout un volet de phénomènes, qui sont souvent liées aux activités humaines, dans lesquelles ces lois-là ne fonctionnent pas (la moyenne ne signifie rien de très pertinent par exemple pour ce qui est du revenu des gens).&amp;nbsp;&lt;/p&gt;&lt;p&gt;Ce que cela nous dit fondamentalement, c’est que le fait de raisonner avec la théorie de la loi normale conduit à sous estimer la probabilité d’apparition d’évènements extrêmes.&lt;/p&gt;&lt;p&gt;Les conséquences dramatiques de ces biais de raisonnement ont été flagrantes dans le domaine de la finance lors de la crise de 2008&amp;nbsp;: la plus grande partie des modèles financiers d’estimation des risques sont malheureusement construits sur une hypothèse de normalité qui sous-estime considérablement les variations envisageables.&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;&lt;strong&gt;Quelle application cela peut-il avoir dans le domaine du marketing&amp;nbsp;?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Cela reste encore très peu utilisé, mais l’utilisation des lois de puissance a sans doute un réel intérêt pour des estimations de ventes par exemple. Cela permettrait également de mieux traiter des phénomènes tels que celui dit de la «&amp;nbsp;longue traine&amp;nbsp;», qui s’applique très bien à l’économie numérique (le fait qu’en cumulé, la demande totale pour des objets faiblement demandés excèdent la demande pour les produits fortement demandés). Là aussi, on ne fait quasiment que démarrer dans l’intégration de ces avancées dans le marketing et les études, mais ce sont autant de chemins sur lesquels il faut progresser.&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;em&gt;(*) Ce texte est reproduit ici avec l'autorisation de MarketReserachNews. Vous pourrez retrouver &lt;a href=&quot;http://www.marketresearchnews.fr/actualite-des-etudes/dossier-du-mois-mrn.html&quot;&gt;sur le site l'ensemble des interventions autour de cette thématique&lt;/a&gt; : Yves Krief (Sorgem), Jean Paul Frappa&lt;span style=&quot;color: #000000;&quot;&gt; (Expert analyse de données), François Laurent (Adetem et ConsumerInsight), Bruno Poyet (IM! impact mémoire) et Eric Janvier (Numsight).&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
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<title>Les professionnels des Etudes Marketing et d’Opinion constituent un collectif interprofessionnel pour réinventer leur événement annuel</title>
<link>http://francoisabiven.blogspirit.com/archive/2011/01/26/les-professionnels-des-etudes-marketing-et-d-opinion-constit.html</link>
<author>noreply@blogspirit.com (François)</author>
<category>Etudes Marketing</category>
<category>Recréation</category>
<pubDate>Wed, 26 Jan 2011 13:00:00 +0100</pubDate>
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&lt;p&gt;&lt;img id=&quot;media-555056&quot; style=&quot;float: left; margin: 0.2em 1.4em 0.7em 0;&quot; src=&quot;http://francoisabiven.blogspirit.com/media/02/00/1417081043.png&quot; alt=&quot;Recreation.png&quot; /&gt;Voici le texte du Communiqué de Presse relatant la naissance du collectif Recréation, qui vient de se mettre en place et qui regroupe une part très significative des intervenants du secteur des études.&lt;br /&gt; &lt;br /&gt; _____________________________________________________________________________________&lt;br /&gt; Communiqué de Presse du 25 janvier 2011&lt;br /&gt; &lt;br /&gt; Les principaux acteurs du secteur des Etudes marketing &amp;amp; Opinion  estiment aujourd’hui que leur profession ne dispose plus d’un évènement  annuel qui soit à la fois représentatif de la diversité et du dynamisme  de ce secteur et suffisamment attirant pour les acheteurs et  utilisateurs d’études.&lt;br /&gt; &lt;br /&gt; De ce constat est né le Collectif «Recréation» dont la vocation première  est de définir ce qui devra être le nouveau lieu de rencontre  incontournable des acteurs et utilisateurs d’études : finalité, contenu,  forme, organisation, thèmes, publics …&lt;br /&gt; &lt;br /&gt; Cette initiative spontanée a connu un succès fulgurant, symptomatique de  l’urgence de la démarche : en seulement 4 semaines, plus de 55  instituts d’études – dont 12 du Top 20 - et sociétés prestataires se  sont fait représentés au sein du Collectif, qui compte près de 100  membres.&lt;br /&gt; &lt;br /&gt; L’objectif du collectif est la rédaction d’un cahier des charges bâti  sur l’analyse des expériences passées et des attentes, et nourri  d’innovations. Ce cahier des charges sera ensuite transmis fin mars 2011  aux sociétés organisatrices d’évènements.&lt;br /&gt; &lt;br /&gt; Utilisateurs et acheteurs d’études, instituts, sociétés de terrain, de  traitements de données, fournisseurs de logiciels, chercheurs, instances  représentatives du secteur … tous les professionnels des Etudes  Marketing et Opinion sont invités à participer à cette réflexion.&lt;br /&gt; &lt;br /&gt; Pour nous rejoindre, il suffit de s’inscrire au groupe “Recréation” sur Linkedin : &lt;a href=&quot;http://www.linkedin.com/redirect?url=http%3A%2F%2Fwww%2Elinkedin%2Ecom%2Fgroups%3Fabout%3D%26gid%3D3701284%26trk%3Danet_ug_grppro&amp;amp;urlhash=ifik&amp;amp;_t=tracking_anet&quot; target=&quot;blank&quot;&gt;http://www.linkedin.com/groups?about=&amp;amp;gid=3701284&amp;amp;trk=anet_ug_grppro&lt;/a&gt;&lt;br /&gt; &lt;br /&gt; Les entreprises déjà représentées au sein du Collectif Recréation :&lt;br /&gt; ABC Marketing, Actudes interviews, Actiplay, ADN, Ami Software,  Areyounet, Askia, Audirep, BVA, Callson, Cint AB, Concomitance, Côté  Client, Cyble Marketing, CRM Metrix, Datacall, Double Précision,  EDfield, EDinstitut, Equal, Ellipsa, Enov Research, Gent Area, GFK-ISL,  GMI, GMV Conseil, GN Research, GN Operations, Harris Interactive, Ifop, Impact mémoire, L'Institut des Mamans, Ipsos, Le Terrain, LH2, Linkfluence,  Marketresearchnews.fr, Mica, MV2 Conseil, MSM, NETETUDES, Nomen,  Numsight, Nxa-Nouveaux Armateurs, Occurrence, Opinion Way, OTO Research,  Reference Fieldwork , Research Now, Reperes, Respondi, Sky Consulting, Socio  Logiciels, Sorgem, SSI, Strategir, Synovate, Toluna, TNS direct, TNS  Sofres, Update France, Voxco, WSA, Zed Marketing Research.&lt;br /&gt; La liste est régulièrement mise à jour sur le lien suivant :&lt;br /&gt; &lt;a href=&quot;http://www.linkedin.com/redirect?url=http%3A%2F%2Fdocs%2Egoogle%2Ecom%2Fdocument%2Fpub%3Fid%3D1kWQ-mgmcGzlNEC8sqD22UP74J-gzidmaan8jiZeEMvA&amp;amp;urlhash=9Um5&amp;amp;_t=tracking_anet&quot; target=&quot;blank&quot;&gt;http://docs.google.com/document/pub?id=1kWQ-mgmcGzlNEC8sqD22UP74J-gzidmaan8jiZeEMvA&lt;/a&gt;&lt;br /&gt; &lt;br /&gt; Contact bureau du collectif Recréation :&lt;br /&gt;&lt;a href=&quot;mailto:gweill@crmmetrix.com&quot;&gt;Guillaume Weill&lt;/a&gt;, &lt;a href=&quot;mailto:f.abiven@reperes.net&quot;&gt;François Abiven&lt;/a&gt;&lt;br /&gt; ________________________________________________________________&lt;br /&gt; &lt;br /&gt; &lt;br /&gt; Le Communiqué de Presse est également disponible à l'adresse suivante où il peut être téléchargé en pdf : &lt;a href=&quot;http://www.linkedin.com/redirect?url=https%3A%2F%2Fdocs%2Egoogle%2Ecom%2Fdocument%2Fd%2F1GhvB1ezCLu06OZc9aispws9n_6aI3iXtw7NpeJq5dzo%2Fedit%23&amp;amp;urlhash=oukg&amp;amp;_t=tracking_anet&quot; target=&quot;blank&quot;&gt;https://docs.google.com/document/d/1GhvB1ezCLu06OZc9aispws9n_6aI3iXtw7NpeJq5dzo/edit#&lt;/a&gt;&lt;br /&gt; N'hésitez pas le transmettre à vos différents contacts (presse, blogs ...)&lt;/p&gt;
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