oeil de minerve ISSN 2267-9243 - Mot-clé - psychanalyse du fanatismeRecensions philosophiques2023-12-27T09:56:23+01:00Académie de Versaillesurn:md5:b5151268a8c1e471830557044d755c66DotclearGérard HADDAD, Dans la main droite de Dieu, Psychanalyse du fanatisme, Premier Parallèle, Clamecy, Octobre 2015, 124 pages, lu par Fabrice Dewolfurn:md5:27643a6ceabaa685d1a23ef184ca35122016-04-04T12:52:00+02:002016-04-04T12:52:00+02:00Michel Cardinfraternitépsychanalyse du fanatismereligionvérité<p style="text-align: justify; line-height: normal; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto;"><span style="mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">C'est dans une toute jeune et dynamique maison d’édition numérique
et papier, spécialisée dans les essais et les documents, qu’est parue, avant
les attentats du 13 novembre 2015, cette esquisse d’une théorie des </span><span style="mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">structures
du fanatisme par le psychanalyste et essayiste Gérard Haddad. </span></p> <p style="text-align: justify; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto;"><strong><span style="line-height: 107%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"><br /></span></strong></p>
<p style="text-align: justify; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto;"><span style="mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"><span style="mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"><span style="mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"><img src="data:image/png;base64,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" /></span></span>En s’attelant à saisir les mécanismes de ce
phénomène, dans sa dimension à la fois sociale et intime, Gérard Haddad permet
de réfléchir aux origines de la violence ayant conduit aux tueries de janvier
et novembre 2015.</span></p>
<p style="text-align: justify; line-height: normal; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto;"><span style="mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">On doit le titre à une merveilleuse citation de Lessing mise en
exergue : « <em>Si Dieu tenait dans
Sa main droite toutes les vérités et dans Sa main gauche l’effort infatigable
vers la vérité et qu’il me disait : "Choisis !", je m’inclinerais avec désespoir vers Sa main
gauche en disant : "Père ! Donne ! La pure vérité n’est que
pour Toi seul !".</em> » (<em>Eine
Duplik</em>, 1778)</span></p>
<p style="text-align: justify; line-height: normal; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto;"><span style="mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Le livre est divisé en deux parties : « Les lois
fondamentales du fanatisme » et « La structure psychique du
fanatique ». Est fanatique celui qui se croit détenteur de la Vérité (1<sup>ère</sup>
loi), qu’il cherche à tout prix à universaliser (2<sup>ème</sup> loi), en se
croyant chargé de la mission de détruire ceux qui ne la partagent pas, dans une
visée millénariste délirante d’abolition des tensions permettant d’arriver à la
fin de l’histoire (3<sup>ème</sup> loi). Cette dernière loi avait déjà été
étudiée par Gérard Haddad dans son livre <em>Les
Biblioclastes</em>, réédité sous le titre <em>La
Folie millénariste</em>, dans lequel il défendait, comme Leibowitz avant lui, la
multiplicité des langues permettant de tenir des discours différents en
n’empêchant pas de dialoguer, contre l’universalisme. Ces racines conviennent
aux quatre sortes de fanatisme que distingue l’auteur, dont le fanatisme
religieux n’est qu’une des formes. Le plus ancien est sans doute le fanatisme
nationaliste, perversion du sentiment patriotique ; puis on trouve le
fanatisme idéologique, perversion des idées d’égalité, de justice, ou de
paix ; et le fanatisme racial, qui dénature la fierté légitime que l’on
est en droit d’éprouver à l’égard de son héritage culturel. Le fanatisme peut
donc être athée, comme le stalinisme. L’intolérance naît de la volonté
d’universaliser du particulier. On devient fanatique à partir du moment où l’on
cherche à universaliser une conviction aveugle et intransigeante par détestation
du particulier. Dans la théorie lacanienne, et en particulier les formules de
la sexuation, ce goût de l’universel est la tyrannie du masculin devant
l’angoisse du particulier qu’est le féminin, devant la castration, principe
civilisateur. C’est par le manque, un vide, un impossible, ce que Gérard
Haddad, dans un autre ouvrage appelle « <em>Manger le Livre</em> », que l’on peut échapper à cette
totalisation. La Mère est le premier Autre avec laquelle l’enfant voudrait
pouvoir fusionner. Afin d’éviter cela, celle-ci fait découvrir l’écriture et le
livre. « Manger le Livre », c’est incorporer l’interdit paternel,
mais aussi le parler masculin, une histoire, qui marquent la naissance du
sujet. Ce mouvement suit l’impératif divin à Ezéchiel : « <em>Mange ce livre et va leur parler</em> ».
Or, le leader du discours fanatique va garder le livre hors d’atteinte et s’en
faire le gardien.</span></p>
<p style="text-align: justify; line-height: normal; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto;"><span style="mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Cependant l’universel au cœur du fanatisme ne doit pas nous
empêcher de penser au fanatique lui-même, comme personne singulière, en
essayant de comprendre sa structure psychique. C’est l’objet de la seconde
partie du livre. Le fanatique est pris dans un paradoxe entre l’universel
désiré et la quête de la pureté ethnique, des origines, de l’entre soi. Il
souffre d’une pathologie narcissique, de la douleur du manque. La recherche du
même, que tout le monde soit comme, exige de lui le sacrifice présent du
différent, et le sentiment de toute-puissance sur l’autre le grise et l’amène à
une jouissance perverse. L’épuration est sans fin, car plus on recherche le
même plus il nous échappe. Se rejoignent le fanatisme comme structure de
discours et le fanatique comme structure psychique. Le fanatique est pris dans
un discours, avec des énoncés maîtres, sur la mort, le sacrifice, le martyr,
dans lequel l’idéal du moi du leader se substitue au moi propre. À partir de
quelques signifiants à peine s’opère ce que la psychanalyse appelle une
« conversion », une transformation radicale du sujet et de son
rapport au monde. Ce qui pousse Caïn à tuer Abel, c’est le discours dans lequel
il est pris. </span></p>
<p style="text-align: justify; line-height: normal; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto;"><span style="mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Le passage sur « <em>la
problématique fraternel</em> » (p.73 à 82) est probablement le plus
profond : « <em>la rivalité entre
frères, </em>[est la] <em>conséquence de
l’aliénation du sujet à son insatisfaisante image spéculaire</em> ». Le
frère pense que l’autre a quelque chose qu’il n’a pas. Cette jalousie nourrit
une violence meurtrière. Et l’auteur de rappeler que la Loi du père n’énonce
pas seulement l’interdit de l’inceste, mais aussi celle du fratricide. Or
« <em>le conflit fraternel est constant,
structurel</em> » : Abel et Caïn, Ismaël et Japhet, Ésaü et Jacob,
Joseph et ses frères, Romulus et Remus,… Avec la figure du fratricide, il plane
comme « <em>l’ombre d’un soupçon, que chacun
est le Caïn de son frère</em> », (Primo Levi, <em>Les naufragés et les rescapés</em>). Pour fonctionner comme filtre des
angoisses qu’une mère projette sur ses enfants, le père doit être respecté et
admiré. Mais on assiste à un déclin de la paternité ouvrant la porte à la
psychose. De moins en moins le père assure la transmission, enseigne la loi,
mais aussi la sanction, toujours dans un acte d’amour. « <em>Comment sortir de cette prison de
l’âme ?</em> », comment remplacer une fraternité qui se construit dans
la fermeture et le rejet par une fraternité qui ouvre aux autres ? Par
« <em>une puissante armature symbolique</em> »
qui puisse rendre possible le pardon. Ce qui fut le cas pour Joseph, Nelson
Mandela, ou encore Martin Luther King. Mais face à des personnes totalement
imperméables au discours de la raison, il faut tenter de créer des affects qui
puissent leur donner un sentiment d’appartenance valorisante. Ce qui exige
également une réponse sociale : économique, politique, mais aussi, au
moins transitoirement, militaire, car aucune tentative terroriste n’a été
brisée sans des années de combats sanglants, mais ainsi aucune tentative
terroriste n’a jamais atteint aucun but durable. Car ne sommes-nous pas aussi
les gardiens de nos frères ? Garder, c’est non seulement guetter, pour la
contenir, toute expression de violence, mais aussi prendre soin de, être
bienveillant. C’est pourquoi la seule surveillance ne saurait suffire à enrayer
le phénomène d’embrigadement.</span></p>
<p style="text-align: justify; line-height: normal; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto;"><span style="mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">En cherchant à déterminer des invariants du fanatisme, en
proposant une réflexion fondatrice, cet ouvrage permet de mettre du sens, de
rompre avec l’hébétement initial, et d’initier le débat sur des bases plus
solides. Il faut mettre la philosophie à l’épreuve de la violence et,
inversement, mettre la violence à l’épreuve de la philosophie. Jan Patocka
parlait de « <em>solidarité des ébranlés</em> »
quand, dans un contexte de violence, persistait la pensée en commun. Si la
philosophie ne peut empêcher la violence, l’exercice d’une réflexion partagée
entretient une certaine façon d’être ensemble, une certaine fraternité. Or, la
fraternité est inscrite dans notre devise républicaine. Il s’agit d’apprendre à
la penser à partir de cette hantise du fratricide, de la démesure de la pulsion
identitaire, mais aussi comme travail d’ouverture au différent, comme pratique
relationnelle dont un exemple pourrait être ce geste de partage des RTT pour
venir en aide à un collègue dont l’enfant est gravement malade. Nul doute qu’en
classe d’EMC ou de philosophie ce livre puisse <span style="mso-spacerun: yes;"> </span>apporter une lumière nouvelle sur ce qu’est le
sujet, en particulier dans son rapport à l’autre, la religion, l’histoire, ou
la politique. </span></p>
<p style="text-align: justify; line-height: normal; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto;"><span style="mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Dans ce texte fondateur des trois monothéismes que constitue le
non-sacrifice d’Isaac par Abraham, quand l’ange arrête la main d’Abraham levée
pour tuer son fils, ce qui nous est inculqué avec force c’est qu’aucun homme ne
peut tuer un autre homme au nom de Dieu, que le témoignage de sa foi ne peut
jamais passer par le meurtre d’un autre homme ou par une quelconque violence
commise sur autrui. Le bélier qui vient en place de l’enfant introduit une logique
de substitution, une chose peut en remplacer une autre, logique du symbole qui
fait sortir du fanatisme, et qui contribue à changer l’homme.</span></p>
<p style="text-align: justify; line-height: normal; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto;"><span style="mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"><span style="mso-spacerun: yes;">
</span>Fabrice Dewolf</span></p>
<p style="text-align: justify; mso-margin-top-alt: auto; mso-margin-bottom-alt: auto;"><strong><span style="line-height: 107%; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"> </span></strong></p>