{"id":36241,"date":"2023-09-27T19:27:15","date_gmt":"2023-09-27T18:27:15","guid":{"rendered":"https:\/\/le12.ma\/fr\/?p=36241"},"modified":"2023-09-27T19:27:15","modified_gmt":"2023-09-27T18:27:15","slug":"contribution-a-lanalyse-du-fonctionnement-des-partis-politiques","status":"publish","type":"post","link":"https:\/\/le12.ma\/fr\/contribution-a-lanalyse-du-fonctionnement-des-partis-politiques\/","title":{"rendered":"Contribution \u00e0 l\u2019analyse du fonctionnement  des partis politiques"},"content":{"rendered":"<p class=\"p1\">\n<h2 class=\"p1\"><em><strong><span class=\"s2\">\u00a0 \u00a0 La d\u00e9finition classique du parti politique stipule qu\u2019il est un groupement de personne unies autour d\u2019un programme politique qu\u2019 elles souhaitent mettre en \u0153uvre au sein d\u2019un syst\u00e8me politique et institutionnel. <\/span><\/strong><\/em><\/h2>\n<p class=\"p1\"><strong><span class=\"s2\">Du coup, l\u2019objectif d\u2019un <a href=\"https:\/\/le12.ma\/fr\/sahara-marocain-guterres-appelle-toutes-les-parties-a-reprendre-le-processus-politique-videos\/\">parti politique<\/a> PP est d\u2019influencer l\u2019autorit\u00e9 et le pouvoir politique en place soit en le soutenant ou en s\u2019y opposant.<\/span><\/strong><\/p>\n<p class=\"p1\"><strong><span class=\"s2\">\u00a0 \u00a0 Si th\u00e9oriquement ladite d\u00e9finition est claire, elle est tout de m\u00eame insuffisante pour servir de base pour appr\u00e9hender \u00a0 les tenants et aboutissants du fonctionnement d\u2019un PP\u00a0; c\u2019est l\u00e0 o\u00f9 apparait \u00a0l\u2019utilit\u00e9 de l\u2019analyse strat\u00e9gique et syst\u00e9mique qui constitue une approche sociopolitique pertinente et appropri\u00e9e \u00e0 l\u2019\u00e9tude du fonctionnement formel et informel du PP\u00a0; \u00e9tant donn\u00e9 que nous consid\u00e9rons ou plut\u00f4t nous supposons que ce dernier est un ph\u00e9nom\u00e8ne social et une organisation semblable \u00e0 d\u2019autres au sein desquelles \u00a0on trouve toujours un fonctionnement visible, formel et officiel puis il y a le cach\u00e9, l\u2019informel \u00a0et le non officiel mais qui participe au fonctionnement de l\u2019organisation.<\/span><\/strong><\/p>\n<p class=\"p1\"><strong><span class=\"s2\">\u00a0 \u00a0 L\u2019analyse \u00a0strat\u00e9gique et syst\u00e9mique permet de s\u2019int\u00e9resser au formel et \u00e0 l\u2019informel comme deux facettes interd\u00e9pendantes et compl\u00e9mentaires de la m\u00eame pi\u00e8ce permettant de servir de base pour accomplir un diagnostic organisationnel portant sur le PP, clarifier l\u2019ambigu\u00eft\u00e9 cr\u00e9\u00e9e par l\u2019interpr\u00e9tation humaine puis comprendre les circuits d\u2019interaction des individus.<\/span><\/strong><\/p>\n<p class=\"p1\"><strong><span class=\"s2\">\u00a0 \u00a0 En clair, l\u2019approche strat\u00e9gique s\u2019int\u00e9resse \u00e0 la <\/span><span class=\"s1\">dynamique des groupes, aux conflits d\u2019int\u00e9r\u00eats et \u00e0 l\u2019influence des relations de pouvoir.<\/span><\/strong><\/p>\n<p class=\"p1\"><strong><span class=\"s2\">Elle pr\u00eate attention \u00e0 l\u2019interaction entre le fonctionnement formel et informel, analyse la mani\u00e8re dont l\u2019un p\u00e8se sur l\u2019autre et transforme l\u2019un et l\u2019autre\u00a0; enfin il s\u2019agit de comprendre les comportements comme des interactions sociales et expliquer ces comportements comme des relations de pouvoir.<\/span><\/strong><\/p>\n<p class=\"p1\"><strong><span class=\"s2\">\u00a0 \u00a0 Il est \u00e0 noter que le pouvoir, qui est la capacit\u00e9 \u00e0 exercer une influence et obtenir quelque chose de quelqu\u2019un, constitue un concept essentiel de l\u2019analyse strat\u00e9gique et syst\u00e9mique, c\u2019est pourquoi la r\u00e9solution des probl\u00e8mes \u00e0 l\u2019int\u00e9rieur d\u2019un PP et entre ses acteurs est toujours un enjeu de pouvoir. Il va de m\u00eame pour la production de solutions en tant que conqu\u00eate de pouvoir qui occasionne des rapports de force entre les diff\u00e9rentes parties, car les solutions d\u00e9cid\u00e9es et arr\u00eat\u00e9es avantagent certains acteurs et d\u00e9savantagent d\u2019autres. \u00a0<\/span><\/strong><\/p>\n<p class=\"p1\"><strong><span class=\"s2\">\u00a0 \u00a0 Un autre concept pas moins important que le pouvoir est la zone d\u2019incertitude\u00a0: il s\u2019agit d\u2019une zone d\u2019interaction, un secteur d\u2019activit\u00e9 qui n\u2019est pas clairement et pr\u00e9cis\u00e9ment d\u00e9fini et d\u00e9limit\u00e9 au sein de l\u2019organisation qui, peu importe \u00e0 quel point elle est formalis\u00e9e, reste toujours des zones qui n\u2019ont pas \u00e9t\u00e9 pr\u00e9vus et des interactions qui \u00e9chappent \u00e0 l\u2019encadrement. Et m\u00eame dans un PP dont les activit\u00e9s sont \u00a0 tr\u00e8s encadr\u00e9es, ses membres ont toujours la possibilit\u00e9 de contourner la r\u00e8gle, de l\u2019appliquer \u00e0 leur style, \u00e0 leur mani\u00e8re et \u00e0 leur rythme pour tenter de prendre le contr\u00f4le de ces zones d\u2019incertitude.<\/span><\/strong><\/p>\n<p class=\"p1\"><strong><span class=\"s2\">\u00a0 \u00a0 Ce que nous enseigne l\u2019analyse strat\u00e9gique et syst\u00e9mique c\u2019est que dans un syst\u00e8me comme le PP les acteurs sont en permanence amener \u00e0 adopter une strat\u00e9gie de n\u00e9gociation leur permettant de s\u2019adapter aux transitions et changements et faire face aux al\u00e9as du fonctionnement organisationnel.<\/span><\/strong><\/p>\n<p class=\"p1\"><strong><span class=\"s2\">\u00a0 \u00a0En guise de conclusion, lorsqu\u2019on s\u2019appr\u00eate \u00e0 s\u2019engager dans une analyse strat\u00e9gique et syst\u00e9mique des questions cl\u00e9s s\u2019imposent, primo\u00a0: quels sont les acteurs impliqu\u00e9s\u00a0? , secundo\u00a0: quels sont les enjeux pour chacun d\u2019eux\u00a0? , tertio\u00a0: quels sont leurs relations r\u00e9elles et non prescrites sur leur discours officiel\u00a0?, et en fin quelle strat\u00e9gie peut-on observer chez ces acteurs \u00e0 partir des comportements r\u00e9guliers qu\u2019ils ont les uns envers les autres\u00a0?.<\/span><\/strong><\/p>\n<p class=\"p1\"><strong><span class=\"s2\">\u00a0 \u00a0Le simple fait de poser ces questionnements et de s\u2019efforcer d\u2019y apporter des r\u00e9ponses palpables, objectifs et document\u00e9s \u00e9claire notre vision sur la vie des organisations, en l\u2019occurrence les partis politiques, et permet d\u2019appr\u00e9hender leur fonctionnement r\u00e9el au-del\u00e0 des apparences.<\/span><\/strong><\/p>\n<p class=\"p2\"><strong><span class=\"s2\"><img decoding=\"async\" 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\" alt=\"8D19FB2E-D837-47C0-B055-56E33D11B7F2.jpg\" \/><\/span><\/strong><\/p>\n<p class=\"p1\"><span style=\"color: #ff0000;\"><strong><span class=\"s1\">AbdelIllah Ferouat<\/span><\/strong><\/span><\/p>\n<p class=\"p1\"><span style=\"color: #ff0000;\"><strong><span class=\"s1\">Docteur en droit<\/span><\/strong><\/span><\/p>\n<p class=\"p1\"><strong><span class=\"s2\">\u00a0 \u00a0<\/span><\/strong><\/p>\n<p class=\"p1\"><strong><span class=\"s2\">\u00a0<\/span><\/strong><\/p>\n","protected":false},"excerpt":{"rendered":"<p>\u00a0 \u00a0 La d\u00e9finition classique du parti politique stipule qu\u2019il est un groupement de personne unies autour d\u2019un programme politique qu\u2019 elles souhaitent mettre en \u0153uvre au sein d\u2019un syst\u00e8me politique et institutionnel. Du coup, l\u2019objectif d\u2019un parti politique PP est d\u2019influencer l\u2019autorit\u00e9 et le pouvoir politique en place soit en le soutenant ou en [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":36242,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[26,6129,22,54],"tags":[11723],"yst_prominent_words":[3160,199,3855,1497],"jetpack_featured_media_url":"https:\/\/le12.ma\/fr\/wp-content\/uploads\/2023\/09\/4419AE5B-D333-4FF7-9B7B-E01116175ED1.jpeg","_links":{"self":[{"href":"https:\/\/le12.ma\/fr\/wp-json\/wp\/v2\/posts\/36241"}],"collection":[{"href":"https:\/\/le12.ma\/fr\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/le12.ma\/fr\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/le12.ma\/fr\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/le12.ma\/fr\/wp-json\/wp\/v2\/comments?post=36241"}],"version-history":[{"count":1,"href":"https:\/\/le12.ma\/fr\/wp-json\/wp\/v2\/posts\/36241\/revisions"}],"predecessor-version":[{"id":36243,"href":"https:\/\/le12.ma\/fr\/wp-json\/wp\/v2\/posts\/36241\/revisions\/36243"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/le12.ma\/fr\/wp-json\/wp\/v2\/media\/36242"}],"wp:attachment":[{"href":"https:\/\/le12.ma\/fr\/wp-json\/wp\/v2\/media?parent=36241"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/le12.ma\/fr\/wp-json\/wp\/v2\/categories?post=36241"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/le12.ma\/fr\/wp-json\/wp\/v2\/tags?post=36241"},{"taxonomy":"yst_prominent_words","embeddable":true,"href":"https:\/\/le12.ma\/fr\/wp-json\/wp\/v2\/yst_prominent_words?post=36241"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}