<p>La sécurité des personnes et des biens est un droit reconnu par les textes internationaux et nationaux. Ces dispositions juridiques consacrent la nécessité pour les Etats de garantir une protection en tout temps et en tout lieu des populations et de leurs biens. L’article 12 de la déclaration des droits de l’homme et du citoyen de 1789 soutient ce postulat en ces termes : « la garantie des droits de l’Homme et du Citoyen nécessite une force publique : cette force est donc instituée pour l’avantage de tous, et non pour l’utilité particulière de ceux auxquels elle est confiée » (Conac, 1993).</p>

<p>Libellée comme tel, la garantie de l’exercice des droits et des libertés fondamentales est l’une des raisons qui fondent l’existence d’une police républicaine. En Côte d’Ivoire, la sécurité des personnes et des biens relève fondamentalement de la police nationale crée en 1961. Cette institution est le garant de l’ordre public, du respect et de l’application des lois comme le prévoit sa mission aux termes de la loi n° 2001-479 du 9 août 2001 portant statut des personnels de la police nationale : « elle concourt, sur l'ensemble du territoire, à la garantie des libertés et à la défense des Institutions de la République, au maintien de la paix et de l'ordre public et à la protection des personnes et des biens ».</p>

<p>Pour autant, cette mission régalienne au service de la protection des populations et de leurs biens ne bénéficie pas toujours de l’assentiment des communautés, surtout lors des manifestations et du maintien de l’ordre en période électorale (Akindès, 2007 ; Yao, 2014a, 2014b ; 2015 ; Doumbia, 2016). Les actes de défiance à l’encontre de la police nationale et les confrontations violentes entre populations et agents de police, enregistrés au cours des dernières élections, soulèvent l’épineuse question de la crise de confiance entre l’institution et les populations qu’elle est censée servir. Cette conjoncture adresse incidemment, les thématiques de menace pour le développement social et de la paix publique.</p>

<p>Sur ce point, plusieurs travaux contribuent à documenter quantitativement et qualitativement l’objet social analysé dans la présente contribution. Ainsi, pendant la période 1999-2002, Le Pape (2003) rapporte des brutalités commises constamment par les « corps habillés » (militaires, gendarmes, policiers, douaniers), contre des manifestants, des quartiers, des corporations professionnelles, des propriétaires ruraux, certaines catégories d’étrangers, des personnes originaires du Nord, des responsables et des militants politiques, des journalistes, etc. Human Rights Watch (2012) établit de même que des exactions commises lors des journées du 24, 25 et 26 octobre 2000 par les forces de sécurité contre les populations manifestantes ont causé plus de 150 pertes en vies humaines. Ces affrontements violents et meurtriers entre police et populations sont enregistrés à nouveau en mars 2004 et en 2010–2011 (Houngnikpo, 2012 ; Doumbia, 2016). Doumbia (2016) explique qu’au vu des rapports d’enquête, tout laisse penser que l’objectif des forces de sécurité est de punir, voire d’infliger des coups décisifs à l’adversaire (les populations manifestantes) comme s’il s’agissait d’une guerre. À cette fin, et contrairement à la doctrine classique du maintien de l'ordre qui commande de laisser des échappatoires aux manifestants, de n’utiliser la force létale qu’en dernier ressort et d’éviter de donner la chasse aux fuyards, les groupes de manifestants sont pris en tenaille, ciblés ouvertement avec des tirs à balles réelles.</p>

<p>Ainsi, la gestion des « humeurs des foules » fait l’objet de multiples théorisations sous la plume de divers acteurs notamment les socio-anthropologues, politologues, juristes ou encore les criminologues. Néanmoins, ces travaux sont ancrés dans de grandes doctrines de policing des manifestations. La première renvoie à la doctrine classique du maintien de l'ordre qui fait intervenir les inputs comme : 1° le principe de la subordination à l’autorité politique des agents sur le terrain<a href="#sdfootnote1sym" name="sdfootnote1anc">1</a> ; 2° la compétence des acteurs/policiers. Ces deux premiers aspects sont documentés par plusieurs travaux avec à titre illustratif, Berlière (1996) et Filleule (1997), et impliquent une parfaite formation et professionnalisation du métier de policier, spécifiquement dans le maintien de l'ordre avec des unités adaptées comme la Compagnie républicaine de sécurité (CRS) (Gleizal, 1992) ; 3° Le dernier critère est relatif aux moyens conventionnels sollicités pour opérer le maintien de l’ordre. A ce propos, il convient de retenir l’existence des polémiques opposant les pro et anti armes létales (taser, irritants chimiques - gaz lacrymogènes- et flashball). Les premiers insistent sur la nécessité de doter les policiers d’atouts dissuasifs tandis que les seconds arguent la nécessité de « pacifier » l’intervention (Doumbia, 2016 ; Yao, 2015).</p>

<p>Au demeurant, les différents styles de policing sont définis en référence à la distance qu’ils entretiennent avec le style standard légaliste et répressif dont la teneur consiste à disperser automatiquement les manifestants à coup de lacrymogène (Doumbia, 2016). Les « managements » de maintien de l’ordre sont susceptibles d’être catégorisés comme 1° standards ou paternalistes, 2° répressifs ou, au final, 3° déviants ou dérogatoires.</p>

<p>Néanmoins, Doumbia (2016), Lefebvre (1991) et Yao (2015), avancent le postulat selon lequel, les « charges » policières seraient consécutives aussi au comportement collectif de la foule, tel que perçu et interprété par les policiers, lors des manifestations urbaines. Ainsi, le style de policing est également corrélé au type de manifestation : « Le style paternaliste est utilisé pour les manifestations sociales par opposition aux manifestations politiques. L’attitude de la foule dans les deux situations est en effet différente. La police et le pouvoir politique ne sont pas les seuls en cause, les manifestants participent aussi à la production de la violence » (Doumbia, 2016).</p>

<p>Le management légaliste des mouvements ou manifestations collectives renvoie au contexte d’escalade de la force où l’action de la police oscille entre les pôles répressif et paternaliste selon la perception que se font les forces de l’ordre des participants à la contestation collective (foule hostile vs foule calme ou « amicale »). La catégorisation de la foule agissante procède de la hiérarchisation des moyens utilisés avec pour seuil : 1) pancartes et slogans vs haies policières impassibles ; 2) cailloux des manifestants vs armes incapacitantes (gaz lacrymogènes, taser, flashball, etc.) ; 3) usage des armes létales de part et d’autre avec des éléments crescendo en termes de destructions de biens publics et privés, blessés et pertes en vies humaines.</p>

<p>En réponse à ces dérives qui menacent la paix sociale et accentuent la crise de confiance entre les populations et la police, les autorités ivoiriennes ont entrepris, depuis 2012, à travers la loi de programmation de la sécurité intérieure et la réforme du secteur de la sécurité (RSS), de multiples réformes. L’adoption de la doctrine de police de proximité et la mise en place des comités consultatifs d’éthique dans l’ensemble des commissariats sont autant de stratégies majeures qui visent à raffermir la confiance police-population.</p>

<p>Ces mesures ont permis de rehausser le sentiment d’utilité de la police nationale (Doumbia, 2016 ; Yébouet, 2006), et de susciter la confiance au sein des populations.</p>

<p>Toutefois, les récentes élections de 2016, 2018 et 2020 en Côte d’Ivoire (Babo, 2021 ; Human Rights Watch, 2013 ; Yao, Méité et Bendé, 2017), ont vu resurgir des actes de défiance envers les forces de police, allant jusqu’à des affrontements violents. Dès lors, ces confrontations violentes entre populations et police, surtout dans des contextes électoraux, semblent poser le problème de la légitimité des institutions sécuritaires étatiques et de leurs actions. Les participants aux manifestations suscitées en période électorale, semblent ainsi moins enclins à se soumettre à l’autorité des forces de sécurité, et prêts à s’y opposer ; aspect qui rompt avec la routine habituelle faite de déférence ou de peur du policier (Babo, 2021 ; Doumbia, 2016 ; Houngnikpo, 2012 ; Yao, 2014a, 2014b).</p>

<p>Au-delà de la multiplicité d’études centrées sur le décryptage des facteurs explicatifs liés aux affrontements violents (Alihodzic et Asplund, 2013 ; Doumbia, 2016 ; Kra, 2019 ; Yao, 2014a, 2014b, 2015), il apparaît toutefois que le contexte électoral dans lequel se déroulent ces violences, n’ait pas été suffisamment questionné en tant que variable pivot.</p>

<p>Dès lors, en nous inscrivant dans la pensée de Moscovici (1961), nous convenons que la théorie des représentations sociales est à même de donner sens à cette interaction conflictuelle entre certains groupes de la population et les agents de la police nationale. Selon Abric (1994), elles sont « l’ensemble organisé et hiérarchisé des jugements, des attitudes et des informations qu’un groupe social donné élabore à propos d’un objet ». Elles présentent des fonctions de « savoir » (destinées à comprendre et à expliquer la réalité, 1994, p. 15), « identitaire » (définir l’identité du groupe et permettre la sauvegarde de sa spécificité, 1994, p. 16). Ainsi, ce référent théorique permet-il de justifier des conduites et l’orientation des conduites et de comprendre les logiques sociocognitives qui soutiennent ces actes de défiance et de violence, en contexte général et électoral en particulier. Les représentations sociales offrent un cadre pertinent d’analyse des prises de position des individus ainsi que des dynamiques qui influencent le recours à la violence face aux forces de sécurité.</p>

<p>L’articulation de tous ces constats contribue à poser le problème dans la présente réflexion de la persistance des confrontations violentes entre police nationale et certains groupes de populations comme facteur de troubles pour la paix publique en période électorale. Ces mouvements de violences urbaines sont-ils en continuité ou au contraire en rupture d’avec les représentations sociales de la police en situation hors élection ?</p>

<p>L’hypothèse retenue dans la présente recherche anticipe le fait que le recours à la violence chez des populations contre les forces de sécurité en période électorale est lié à la prégnance dans leur champ représentationnel d’items discréditant et incriminant les actions initiées par la police. De ce fait, l’objectif général de cette étude est de comprendre sous le prisme de leurs représentations sociales, le rapport des populations aux actions de la police dans un contexte électoral et les motifs de recours à la violence.</p>

<p>De manière spécifique, il s’agit d’identifier les représentations sociales de la « police en général », « les élections » et les « actions de la police en période électorale » et d’analyser les dynamiques sociocognitives qui motivent le recours ou non à la violence chez les populations face aux forces de sécurité en période électorale.</p>

<h3> </h3>

<h2>I. Méthodologie de l’étude</h2>

<h3>1. Site et participants de l’étude</h3>

<p>La présente étude s’inscrit dans une approche mixte. Ainsi, une triangulation méthodologique (la police en général, les élections et les « actions de la police en période électorale) est mobilisée pour approcher au mieux, les logiques sociocognitives qui expliquent la crise de confiance analysée (Apostolidis, 2006<a href="#sdfootnote2sym" name="sdfootnote2anc">2</a> ; Yao, 2014a, 2015 ; Doumbia, 2016). Les participants à la présente sont retenus à travers un échantillonnage de type occasionnel rencontré dans la ville d’Abidjan, notamment dans les communes de Yopougon, Abobo et Port-Bouët qui sont des localités où se déroulent régulièrement ces affrontements police/manifestants (Doumbia, 2016 ; Human Rights Watch, 2013 ; Yao, Méité et Bendé, 2017 ; Yao, 2014a, 2015). L’activation des réseaux de jeunes construits au fil des terrains précédents nous a permis de les atteindre de manière spécifique (Yao, 2014a, 2014b, 2015) (voir tableau 1).</p>

<p> </p>

<p>Tableau 1 : Description de l’échantillon d’étude en fonction des variables sexe, âge et statut</p>

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" /></p>

<p>Source : Enquête, 2021</p>

<h3>2. Outils de recueil de données</h3>

<p>Les données sont collectées à travers un questionnaire élaboré autour de deux parties essentielles. La première est liée au recueil des représentations sociales avec les trois zones d’évocations hiérarchisées (Abric, 2003). Le sujet formule d’abord spontanément des mots ou évocations relativement à « la police en général », ensuite sur « les élections » et enfin sur « les actions de la police en période électorale ». Il leur est demandé ensuite de classer ces items par ordre d’importance (Vergès, 1992).</p>

<p>La seconde partie du questionnaire est inhérente à l’appréhension du recours à la violence face à la police chez les enquêtés, et leurs caractéristiques sociodémographiques personnelles, à travers certaines questions spécifiques. En clair, cette partie du questionnaire contribue à mettre en évidence chez les sujets investigués, leurs caractéristiques personnelles (âge, sexe, statut, etc.) ainsi que leur positionnement face aux actions de la police en période électorale (Yao, 2015 ; Yao, Méité et Bendé, 2017).</p>

<h3> </h3>

<h3>3. Techniques et méthodes de traitement de données</h3>

<p>L’analyse prototypique est opérationnalisée dans la présente étude afin d’analyser les items résultant des évocations hiérarchisées. Les indicateurs de centralité (fréquence d’apparition/saillance des mots-importance accordée par le sujet à ces mêmes productions) sont pris en compte (Vergès, 1992 ; Abric, 2003), avec le logiciel Evoc 2005. Cette démarche permet d’obtenir le tableau à 4 cases qui fournit une présomption sur la représentation sociale de l’objet analysée<a href="#sdfootnote3sym" name="sdfootnote3anc">3</a>.</p>

<p>L'analyse catégorielle consiste à regrouper dans des catégories ad hoc les mots qui sont proches d’un point de vue sémantique. On crée autant de catégories que nécessaire pour classer toutes les évocations des sujets. Cette démarche permet d’approfondir l’analyse prototypique et de vérifier que les mots repérés par la première analyse relèvent bien des thèmes les plus récurrents dans les réponses des sujets car certains thèmes peuvent contenir une multitude de synonymes qui n’apparaîtront pas forcément dans l’analyse prototypique (Vergès, 1992 ; Abric, 2003).</p>

<p>Les données recueillies ont fait l’objet de traitement avec les statistiques inférentielles (test de Khi-deux de Pearson et V de Cramer) par le biais du logiciel SPSS v26 afin de mesurer la force du lien entre le recours à la violence lors des manifestations et le niveau de confiance en la police chez certains groupes de populations.</p>

<p> </p>

<h2>II. Résultats de l’étude</h2>

<p>Les résultats de l’étude s’articulent autour de deux points majeurs relatifs d’une part à l’étude des évocations hiérarchisées liées aux représentations sociales de la police et des élections et d’autre part à la détermination des logiques de recours à la violence par les participants face aux actions de la police en période électorale.</p>

<p> </p>

<h3>1. Identification des représentations sociales de la police, des élections et de la police en contexte électoral</h3>

<p>En cohérence avec le protocole méthodologique, la présente étude identifie d’abord les représentations sociales de la « police nationale », ensuite celles liées aux « élections », enfin celles des « actions de la police en période électorale ».</p>

<p> </p>

<h4>1.1. Représentations sociales de la police en général chez les participants</h4>

<p>Les résultats obtenus sont relatifs aux représentations sociales de la police en général chez l’ensemble des populations participantes.</p>

<p> </p>

<p>Tableau 2 : Caractéristiques des résultats liés aux représentations sociales de la « police en général » chez l’ensemble des participants</p>

<p><img alt="" 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" /></p>

<p>Source : Enquête, 2021.</p>

<p> </p>

<p>L’indice de rareté de 12,42 % est très faible, mais marque une certaine individualité des réponses (44 hapax). On observe que, par rapport au nombre total d’occurrences (354 items évoqués) sur la police en général, les participants à l’enquête n’utilisent globalement que peu de mots pour exprimer leur représentation (87,58 % des productions). Cela conforte l’idée de l’existence d’une certaine stéréotypie de réponses.</p>

<p> </p>

<p>Tableau 3 : Répartition des évocations sur la police en général en fonction du rang et de la fréquence chez l’ensemble des participants</p>

<p><img alt="" 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/><br />
 </p>

<p>Source : Enquête, 2021.</p>

<p> </p>

<p><em>Nombre total de mots différents : 106</em></p>

<p><em>Nombre total de mots cités : 354</em></p>

<p><em>Moyenne générale des rangs : 2.96</em></p>

<p> </p>

<p>Les résultats indiquent que trois items constituent probablement le noyau central de la représentation de la police. Les participants à l’étude construisent la police nationale comme une force dédiée à la « sécurité » des personnes et des biens, même si cette Institution est minée par certaines pratiques dérogatoires à l’instar de « corruption » et « racket » qui sont prégnantes dans le champ représentationnel.</p>

<p>Cette dépréciation de la police trouve son prolongement dans la première périphérie des sujets qui l’associent à une force qui « abuse de son pouvoir pour commettre des violences, des bavures, etc. » Des items relatifs aux causes de la « désorganisation », de l’« incompétence » de la police renvoient au manque de formation et au manque de motivation. Cette situation est susceptible de nourrir le sentiment de crise de confiance en l’institution policière.</p>

<p>Au final, les représentations sociales de la police en général sont saturées d’items à connotation dévalorisante, même si la mission sécuritaire qui lui est assignée est reconnue de tous. Qu’en est-il à présent des représentations sociales des élections chez les répondants ?</p>

<p> </p>

<h4>1.2. Représentations sociales des élections chez les participants</h4>

<p>Les résultats obtenus concernent des indicateurs liés aux représentations sociales des élections chez l’ensemble des répondants.</p>

<p>Tableau 4 : Caractéristiques des résultats liés aux représentations sociales des élections chez l’ensemble des participants</p>

<p><img alt="" 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" /></p>

<p>Source : Enquête, 2021.</p>

<p> </p>

<p>La faible valeur de l’indice de rareté (19,49 %) indique une homogénéité relative au niveau des productions discursives des enquêtés. La variabilité interindividuelle de la représentation sociale des élections est ainsi moins importante et cela présume dans un premier temps d’une possible uniformité chez les participants.</p>

<p>Tableau 5 : Répartition des évocations sur les élections en fonction du rang et de la fréquence chez l’ensemble des participants</p>

<p><img alt="" 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" /></p>

<p>Source : Enquête, 2021.</p>

<p> </p>

<p><em>Nombre total de mots différents : 135</em></p>

<p><em>Nombre total de mots cités : 359</em></p>

<p><em>Moyenne générale des rangs : 2.96</em></p>

<p> </p>

<p>L’analyse suggère une possible centralité centrée sur trois évocations. Les participants évoquent la « démocratie » comme un élément représentationnel central des élections. Les élections apparaissent comme un processus garantissant la « démocratie » dans un environnement sécurisé, d’où la convocation de l’item « sécurité ». Toutefois, il apparaît que les élections suscitent aussi un sentiment de « peur » chez les participants, en raison surtout de la prégnance de certains items conflictuels dans la première périphérie : « gaz lacrymogène, manifestation, violence ». Il convient néanmoins de retenir l’existence d’un sous-groupe de participants qui souligne que les pratiques électorales sont conduites avec « impartialité » avec des items comme « maintien de l’ordre » et « vote » qui règnent durant le processus électoral.</p>

<p>Retenons in fine que la structure des représentations sociales des élections renvoie aux aspects sécuritaires et violents des élections, toute chose qui contredit les valeurs et principes démocratiques selon les participants à l’étude.</p>

<p> </p>

<h4>1.3. Représentations sociales des actions de la police en période électorale</h4>

<p>Les résultats obtenus sont relatifs aux représentations sociales des « actions de la police en période électorale » chez l’ensemble des populations participantes.</p>

<p>Tableau 6 : Caractéristiques des résultats liés aux représentations sociales des actions de la police en période électorale chez l’ensemble des participants</p>

<p><br />
<img alt="" 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" /></p>

<p>Source : Enquête, 2021.</p>

<p> </p>

<p>Sur l’ensemble des évocations produites (N = 358) par les participants à l’étude, 70 hapax sont identifiés, soit un indice de rareté de 19,55 %. Cet indice de rareté faible indique que les participants à l’enquête n’utilisent globalement que peu de mots différents pour exprimer leur représentation (80,45 % des productions). Il se dégage ainsi une certaine homogénéité au niveau des représentations sociales des actions de la police en période électorale.</p>

<p>Tableau 7 : Répartition des évocations sur les actions de la police en période électorale en fonction du rang et de la fréquence chez les sujets</p>

<p><br />
<img alt="" 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" /></p>

<p> </p>

<p>Source : Enquête, 2021</p>

<p> </p>

<p><em>Nombre total de mots différents : 145</em></p>

<p><em>Nombre total de mots cites : 358</em></p>

<p><em>Moyenne générale des rangs : 2.97</em></p>

<p> </p>

<p>L’analyse prototypique des évocations révèle au niveau du noyau central que les actions de la police en période électorale renvoient à des considérations d’ordre sécuritaire avec des items comme « ordre, sécurité ». Cette connotation sécuritaire est en lien avec d’autres items comme les « violences » qui saturent l’intervention des forces de police, selon les répondants, durant les élections (voir première périphérie).</p>

<p>Au final, les actions de la police en période électorale sont partagées entre deux visions contradictoires : elles sont assimilées d’une part à un impératif sécuritaire lié à la protection des biens et des personnes et à l’accomplissement d’actions violentes visant à réprimer les manifestations avec la complicité du pouvoir en place. Ces acquis soulignent la nécessité de procéder à présent à une approche comparative des représentations sociales selon le filtre discriminant du caractère de la manifestation à laquelle ont pris part les participants de l’étude.</p>

<h3>2. Analyse des dynamiques sociocognitives du recours ou non à la violence chez les populations face aux policiers en période électorale</h3>

<h4>2.1. Discrimination des représentations sociales des actions de la police en période électorale selon le statut des manifestants</h4>

<p>Dans le but de saisir les logiques sociocognitives qui structurent et conditionnent le recours à la violence ou non chez les populations, nous avons procédé à une approche comparative des représentations sociales selon le statut des manifestants.</p>

<p> </p>

<p>Tableau 8 : Répartition comparée des évocations sur les actions de la police en période électorale selon le statut des manifestants investigués</p>

<p><img alt="" 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" /><br />
 </p>

<p>Source : Enquête, 2021.</p>

<p> </p>

<p>Les manifestants pacifiques conçoivent principalement les actions de la police en période électorale comme des actions destinées à maintenir principalement l’ordre et la sécurité. Leur système périphérique illustre cette construction avec des items tels « justice, maintien de l’ordre, paix », même si des occurrences de type stigmatisant subsistent notamment « violence, affrontements ».</p>

<p>A l’opposé, les manifestants violents associent essentiellement aux actions de la police en période électorale, des aspects violents. Pour eux, les actions de la police en période électorale sont mues par la volonté de servir le pouvoir politique en place. Cette conjoncture est de nature à conduire aux affrontements qui se soldent par des destructions de biens publics et privés, des blessés, voire des morts.</p>

<h4>2.2. Mesure du lien entre niveau de confiance en la police et recours ou non à la violence chez des sous-groupes de populations investigués</h4>

<p>La mesure du niveau de confiance en la police sur le recours ou non à la violence en période électorale chez les manifestants s’opère avec le khi 2 et le V de Cramer.</p>

<p>Tableau 9 : Distribution croisée entre les variables niveau de confiance en la police et statuts des manifestants</p>

<p><img alt="" 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" /></p>

<p> </p>

<p>Source : Enquête, 2021.</p>

<p>Les résultats obtenus montrent que plus des deux tiers des participants ayant eu recours à des manifestations pacifiques (67,7 %) indiquent avoir moyennement ou tout à fait confiance en la police. A l’inverse, les participants ayant eu recours à des manifestations violentes s’alignent à 60,5 %, sur la modalité « sans avoir confiance en la police ». Ces acquis sous-tendent une relation entre le niveau de confiance en la police et le caractère violent ou non de la manifestation.</p>

<p>Tableau 10 : Tests de validation du lien entre niveau de confiance et recours à la violence par les statistiques du test du Khi-deux et du V de Cramer</p>

<p><img alt="" 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" /></p>

<p><br />
 </p>

<p>Source : Enquête, 2021.</p>

<p> </p>

<p>Les résultats du test du rapport de vraisemblance indiquent une significativité (P-sig 0,013 < Pseuil =0,05) de la relation entre le niveau de confiance en la police et le caractère violent ou non de la manifestation au seuil de risque de 5%. La valeur du V de Cramer (0,347) précise que cette relation est modérée entre les deux variables. En d’autres termes, d’autres variables non moins pertinentes (non-prises en compte ici), semblent moduler le lien entre le niveau de confiance en la police et le caractère violent ou non de la manifestation dans le cadre de la présente étude.</p>

<p> </p>

<h2>III. Discussion des résultats</h2>

<p>La présente étude a porté sur les représentations sociales des actions de la police nationale et le recours à la violence chez des populations à Abidjan en période électorale. Elle pose le problème de la persistance des confrontations violentes entre police et populations comme facteur de troubles et de menace pour la paix et la stabilité du pays. Sur la base théorique des représentations sociales, l’étude soutient que le recours à la violence chez des populations contre les forces de sécurité en période électorale est lié à la prégnance dans leur champ représentationnel d’items discréditant et incriminant les actions initiées par la police.</p>

<p>La présente discussion est conduite selon les deux objectifs spécifiques retenus dans le cadre de la réflexion sur le lien entre représentations sociales et actions de la police dans un contexte de préélectoral.</p>

<p>Dans cette perspective, il s’agit dans l’objectif premier d’identifier les représentations sociales de la « police en général », des « élections » et des « actions de la police en période électorale ». Les résultats soulignent que les représentations sociales de la police en général renvoient de manière saillante à des items de valence négative comme « corruption » et « racket », même si la mission sécuritaire qui lui est assignée est reconnue de tous.</p>

<p>Ces résultats cadrent avec ceux de Yébouet (2006) et Yao (2014), qui avancent que l’image de la police ivoirienne présente une relative ambiguïté dans le jugement des Ivoiriens. Ainsi, Yébouet (2006) souligne-t-il aussi que la police accuse une mauvaise réputation chez les populations qui lui reprochent un certain nombre de dérives dont les plus flagrants sont le racket, des cas de mauvaises applications de la loi (bavures) et les incivilités. Mais ce jugement n’est pas sans appel puisque d’un autre côté selon lui, les populations continuent de recourir à la police en cas de situations nécessitant son intervention (Doumbia, 2016 ; Renaudie, 2020 ; Yao, 2015).</p>

<p>Relativement aux représentations sociales des élections, les résultats de la présente étude confirment la centralité des items liés aux aspects sécuritaires et violents des élections qui contredisent les valeurs et principes démocratiques selon les participants à l’étude. Ces données sont en résonnance avec plusieurs travaux (Human Rights Watch, 2013 ; Yao, Méïté, Bendé, 2017 ; Babo, 2021) qui indiquent le caractère violent des élections pour les populations qui vivent dans la crainte et la peur à l’approche de celles-ci. Il s’agit ici, de retenir qu’en période électorale, les actions de la police souffrent d’une construction ambivalente chez les populations selon leur statut (Houngnikpo, 2012). En effet, elles sont assimilées chez les populations ayant manifesté pacifiquement, à un impératif sécuritaire consistant en la protection des biens et des personnes dans un climat de paix (Kra, 2019 ; Yao, 2014a), tandis qu’elles représentent pour les populations ayant manifesté violemment, des actions violentes et provocatrices visant à réprimer les manifestations avec la complicité du pouvoir en place (Méïté, Yao et Bendé, 2017 ; Yao, 2014 ; Doumbia, 2016).</p>

<p>D’autres travaux (Akindès, 2007 ; Berlière, 1996 ; Yao, 2014b) indiquent à cet effet, que les actes de défiance et confrontations violentes entre populations et police, surtout dans des contextes électoraux mettent en exergue le problème de la légitimité des institutions sécuritaires étatiques et de leurs actions.</p>

<p>Dans un second temps, il a été question d’analyser les dynamiques sociocognitives qui motivent le recours ou non à la violence chez les populations face à la police en période électorale. Dans la perspective d’analyse des dynamiques sociocognitives qui motivent le recours ou non à la violence chez les populations face à la police en période électorale, la présente étude met en évidence un lien de correspondance significatif entre le niveau de confiance en la police et le caractère violent ou non de la manifestation. Ce résultat est corroboré par plusieurs travaux (Houngnikpo, 2012 ; Jobard, 2008a et 2008b ; Méïté, Yao et Bendé, 2017) qui montrent que les participants aux manifestations suscitées en période électorale, semblent moins enclins à se soumettre à l’autorité des forces de sécurité, et prêts à s’y opposer, y compris de manière violente. Cet aspect spécifique rompt avec la routine habituelle faite de déférence ou de peur du policier (Yao, 2014 ; Doumbia, 2016).</p>

<p>Il devient possible de retenir en triangulant ces acquis (représentations sociales de la police en général, des élections et des actions de la police en période électorale), que les représentations sociales qui en résultent s’inscrivent dans un continuum qui lie constructions sociocognitives et pratiques des acteurs.</p>

<p>Pour Abric (2003), une représentation sociale, en tant qu’ensemble organisé et hiérarchisé des jugements, des attitudes et des informations qu’un groupe social donné élabore à propos d’un objet, permet à la communauté d’élaborer un processus d’appropriation de la réalité, de reconstruction de cette réalité dans un système symbolique. Pour dire les choses autrement, les représentations sociales négatives associées à la police en contexte hors-élection, trouvent leur prolongement pendant la conjoncture sensible d’exercice démocratique de choix des élus, et cela a une influence sur les pratiques agressives, à tort ou raison, contre les forces de l’ordre, même lorsque celles-ci assument leurs charges dans le strict respect de leur mission régalienne (Jobard, 2008a ; Yao, 2014 ; Gaudusson, 2001).</p>

<p>Les représentations sociales ainsi intériorisées par les membres du groupe social (ici les groupes de manifestants), et donc collectivement engendrées et partagées, traduisent une certaine vision de la police, voire de l’ordre dominant au niveau sociétal, en rapport à l’histoire et au contexte social dans lequel ils baignent et des valeurs auxquelles ils se réfèrent (Abric, 2003 ; Fillieule, 1997 ; Gleizal, 1992). En ce sens, les violences urbaines, portées ici par les pratiques de violence contre le police en période électorale, présentent un caractère de violence proto-politique et ne sauraient être réduites à de simples actes de délinquance classique comme construits en criminologie (Jobard, 2008a ; Kra, 2019 ; Yao, 2014, 2015). Ces formes de connaissances socialement élaborées, partagées et instrumentées de manière pratique afin de construire cette réalité commune face à la police en général, et pendant les élections en particulier traduit un effet de vases communicants entre représentations sociales et pratiques sociales. Cette réalité repose sur des constats empiriques récurrents posés par les différents groups d’acteurs (populations manifestantes) qui incriminent le déficit de sécurité dans les bureaux durant le vote. Ce vacuum serait le fait de la non-coordination des efforts entre les gestionnaires, les préposés, les forces de l'ordre et les administrateurs de l'organisme électoral (Le Réseau du savoir électoral ACE, 2022). Dans toutes les situations, les forces de l'ordre devraient être disponibles pour aider les gestionnaires à chasser des bureaux, les personnes qui refusent d'obéir aux directives en rapport avec la conduite des élections. Bien souvent, des griefs sont retenus par les communautés contre les forces de l'ordre, en termes d’insuffisances ou d’inaction au niveau de s'assurer que les électeurs ne sont pas harcelés ou intimidés quand ils se rendent aux bureaux de vote et en reviennent ; d’établir des postes à l'extérieur des bureaux pour confisquer et entreposer les armes des électeurs pendant qu'ils sont dans les bureaux de vote ; de gérer l'évacuation et les mesures de sécurité en cas de catastrophe ; d’assurer le contrôle des perturbations à l'intérieur ou dans les environs des bureaux ; enfin de faire respecter le périmètre de sécurité autour des bureaux de vote (Le Réseau du savoir électoral ACE, 2022).</p>

<p>La plupart des études avancent le postulat selon lequel, les élections ne sont pas une cause profonde de violence (Fisher, 2002 ; USAID-NDI, 2014). Les élections se présentent plutôt comme une alternative industrieuse lorsqu’elles respectent les canons démocratiques car elles sont pacifiques et soldent les effets de la compétition électorale qui peuvent conduire à la manifestation d’actes de violence (Alihodzic et Asplund, 2013 ; Atwood, 2012). Sur cette base, des élections crédibles, transparentes et ouvertes offrent justement la légalité et la légitimité utiles aux élus pour co-construire, de manière dynamique, avec les communautés, les forces de l’ordre et les autres acteurs, un cadre social propice au développement collectif et individuel.</p>

<p>Pour aller plus loin sur la question, nous pouvons retenir avec certains organismes notamment l’USAID et NDI (2014) dont l’expertise dans l’ingénierie électorale a été mainte fois attestée que :</p>

<p>Les élections constituent de ce fait des terreaux où les actes de violence à l’encontre des symboles de l’Etat sont prompts à s’exprimer en raison des représentations sociales associées aux dépositaires de l’autorité publique et surtout par rapport aux forts enjeux liés à l’acquisition ou à la conservation du pouvoir d’Etat (Democratic Governance Group Bureau For Development Policy, 2007 ; USAID-NDI, 2014). Les cas de figures où les élections présentent un potentiel effet déclencheur de violence sont entre autres : 1° un degré élevé d’incertitude quant à l’issue de l’élection, en raison d’une intense concurrence, combinée à un manque de confiance du public dans le processus et/ou un manque de transparence ; 2° des groupes de population et/ou candidats aux élections qui s’attendent à être systématiquement empêchés d’accéder au pouvoir ; 3° des caractéristiques du système électoral qui produisent des résultats à enjeu élevé où le vainqueur remporte tout (PNUD, 2009).</p>

<p>Au demeurant, la conjugaison de tous ces éléments vient nourrir les ressentiments et les représentations sociales des communautés à l’égard de la police et de son rôle, surtout durant les périodes sensibles électorales ; ce qui potentiellement fait le lit à des pratiques agressives ou violentes dirigées contre les forces de l’ordre.</p>

<p> </p>

<h2>Conclusion</h2>

<p>La présente contribution, en définitive, adresse la problématique des représentations sociales en lien avec les actions de la police nationale en période électorale, comme facteurs potentiels des pratiques de violences urbaines chez certains groupes contestataires.</p>

<p>Il incombe par conséquent aux pouvoirs publics et sécuritaires de travailler à l’amélioration des capacités de la police nationale et à sa professionnalisation dans le cadre du maintien de l’ordre et de la sécurité des populations.</p>

<p>L’accomplissement de cet agenda politico-sécuritaire qui est une préoccupation actuelle et urgente, eu égard aux multiples crises postélectorales en Afrique, pourrait prendre forme à travers des initiatives telles que, le maintien de liens étroits avec les leaders communautaires et religieux, les responsables des associations et autres acteurs-clés de la vie communautaire, les sensibilisations effectuées par les patrouilles pédestres de la police de proximité sont à explorer. La participation des populations et singulièrement celle des femmes au processus électoral, ou encore, la création d’une ligne téléphonique verte ouverte au public, afin de dénoncer les infractions électorales et les troubles à l’ordre public, sous couvert d’anonymat, seraient utiles pour faciliter les actions policières dans le cadre du processus électoral. Enfin, une politique de formation continue relative au bénéfice des forces de l’ordre sur les modules inhérents aux infractions usuelles électorales, à la gestion des foules en contexte électoral ou encore à la sécurisation des centres de vote devrait être approfondie.</p>

<h2> </h2>

<h2>BIBLIOGRAPHIE</h2>

<p> </p>

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<p> </p>

<div id="sdfootnote1">
<p><a href="#sdfootnote1anc" name="sdfootnote1sym">1</a> La police avec sa fonction subalterne d’exécutant, ne maîtrise pas les motifs liés à la manifestation et n’intervient qu’au bout de la chaîne. La police dépend de la hiérarchie notamment le ministère de l’Intérieur, autorité de tutelle.</p>
</div>

<div id="sdfootnote2">
<p><a href="#sdfootnote2anc" name="sdfootnote2sym">2</a> Au plan théorico-méthodologique, cette approche permet une étude contextualisée des processus sociocognitifs qui interviennent dans la construction des risques, en opérationnalisant la double nature, produit/ processus, de la représentation (T. Apostolidis, 2006, p. 211).</p>
</div>

<div id="sdfootnote3">
<p><a href="#sdfootnote3anc" name="sdfootnote3sym">3</a> Premièrement, la case en haut à gauche retient les éléments susceptibles d’appartenir au noyau central. Ensuite, la seconde case en haut à droite (première périphérie), enregistre les éléments gravitant autour des éléments qui appartiendraient au noyau central. La troisième case en bas à gauche regroupe les items évoqués par très peu de personnes mais dont l’importance n’est pas à négliger (case est la zone muette). Enfin, la case en bas à droite inclut les items qui n’ont pas une grande influence dans la détermination de la centralité (zone périphérique).</p>
</div>