# « Un despote et une vision impériale » – Extraits du dernier livre de Sabine Dullin
**Date de l'événement :** 03/12/2025
* Publié le 03/12/2025

### Date
24/02/2026

## Légende de l'image récupérée : à garder si les droits de l'image le permettent ou à saisir ici *


## Chapô
**![](data:image/png;base64,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)**

**À l'occasion du quatrième anniversaire de la guerre d'Ukraine, il est important de lire le dernier essai de Sabine Dullin, intitulé _[Réflexions sur le despotisme impérial de la Russie](https://www.librairie-sciencespo.fr/livre/9782228940184-reflexions-sur-le-despotisme-imperial-de-la-russie-sabine-dullin/)_ (Payot, 2025). Professeure des universités à Sciences Po, spécialiste de la Russie et de l’Union soviétique, l'historienne montre comment le modèle despotique russe s’est construit dans la longue durée. À la lumière de cette étude claire et synthétique, la politique du régime actuelle apparaît comme le résultat d'une véritable continuité historique. Nous en publions ci-dessous des extraits.**

## Corps du texte
« Les représentations extérieures de la Russie comme [despotique](https://www.newyorker.com/news/q-and-a/stephen-kotkin-putin-russia-ukraine-stalin) et impériale ont repris de l’importance dans le débat public à la suite de [l’invasion de l’Ukraine](https://foreignpolicy.com/2023/08/01/russia-putin-wagner-repression-authoritarian-totalitarian-arrests-ukraine-war/). Elles relient despotisme interne et guerre extérieure en redessinant la frontière orientale de l’Europe comme [nouvelle barrière de civilisation](https://www.themoscowtimes.com/2023/03/14/from-authoritarianism-to-totalitarianism-how-the-war-has-changed-russia-a80413).

\[…\]

Le despotisme est une notion négative que les dirigeants russes eux-mêmes n’assumeraient pas. Elle est le plus souvent utilisée par les détracteurs du pouvoir russe. Pour vanter les mérites de leur système en regard de la démocratie occidentale, les gouvernants de la Russie ont préféré et préfèrent d’autres termes, comme absolutisme et autocratie à l’époque des tsars, dictature du prolétariat et démocratie populaire après la révolution russe, dictature de la loi ou verticale du pouvoir dans la Russie de Poutine.

Chaque terme peut se comprendre en [miroir](https://www.editeurs-reunis.fr/product-page/l-occident-vu-de-russie-anthologie-de-la-pens%C3%A9e-russe-de-karamzine-%C3%A0-poutine) du système politique européen de l’époque. Ainsi, l’autocratie répond à la monarchie constitutionnelle, la dictature du prolétariat s’oppose à la démocratie formelle bourgeoise, la dictature de la loi remplace l’État de droit. Ce livre voudrait tester la notion de despotisme impérial, montrer à quel point les représentations du despotisme et de l’Empire se nourrirent l’une l’autre dans l’histoire russe.

Le concept est évidemment contestable et sera [contesté](https://www.persee.fr/doc/dhs_0070-6760_2002_num_34_1_2497). Mais dans son flou sémantique, il a la vertu heuristique d’étudier des usages et des récurrences. Depuis la Moscovie du XVIe siècle, il s’agira donc de comprendre comment despotisme et Empire ont pu former dans leur association un nœud coulant enserrant l’identité russe et bloquant son épanouissement, aussi bien comme nation que comme démocratie.

Dans les scénarios du pouvoir en Russie, on constate la personnalisation du pouvoir, sa dimension religieuse ou sacrée, la faiblesse des contre-pouvoirs, le service du souverain comme source principale de richesse. L’Empire, comme idée et comme pratique, relève pour l’État russe de l’ordre naturel des choses. En son sein s’est forgée une [identité russe impériale englobante](https://catalog.freelibrary.org/Record/2099358) (_rossiïski_), différente de l’ethnicité russe (_russki_). L’Empire fut cependant l’objet de la critique acerbe des marxistes qui prirent le pouvoir en 1917. Mais l’immensité et la multinationalité, qui en étaient les traits positifs, et la Puissance qui en découlait furent – y compris en Union soviétique – valorisées, au contraire de l’impérialisme dont il fallait se dissocier.

Ni le despotisme ni l’Empire ne disparurent, malgré des idéologies contraires et les récits radicalement nouveaux d’après 1917. La figure du despote a pu prendre les traits d’un tyran sanguinaire ou d’un despote éclairé, il a pu se présenter comme le garant de l’ordre établi ou, au contraire, comme un modernisateur. Le régime despotique a été le pouvoir sans limites du tsar ou de Staline, mais aussi celui d’une bureaucratie civile et militaire pesant de tout son poids sur les multiples communautés et peuples composant l’Empire. Le despotisme impérial a provoqué violence, asservissement, mais aussi consensus et collaboration.

La notion de despotisme impérial offre également la possibilité de penser le pouvoir absolu et impérial en Russie en comparaison avec d’autres : l’Empire ottoman, la Chine, mais aussi les monarchies absolues, les Empires et les impérialismes occidentaux. Dans l’histoire russe, beaucoup de notions utilisées ne sont pas transposables ailleurs. Le dilemme du pouvoir russe est ainsi très souvent posé en termes d’occidentalisme (imitation de l’Occident) ou de slavophilie (recherche d’une voie spécifique). L’autocratie, lorsqu’elle conquiert des territoires, serait moins impérialiste que panslave (quand il s’agit de conquérir à l’ouest) ou eurasiste (quand il s’agit de coloniser vers l’est et le sud).

La notion de totalitarisme entendait insister sur la nouveauté des régimes communiste et fasciste issus de la Première Guerre mondiale et des révolutions qui ont suivi. « Despotisme impérial » évite de brouiller les systèmes de reconnaissance du régime politique par des caractérisations trop spécifiques dans le temps et l’espace. Utiliser la notion de despotisme impérial pour comprendre la Russie d’aujourd’hui a une valeur d’analyse critique, mais aussi de prospective. En soulignant les récurrences autocratiques de l’État russe et les ressorts d’une identité russe adossée à l’Empire, on est amené à se demander comment sortir de cette apparente fatalité du despotisme impérial en Russie.

Il ne faudrait pas se leurrer. Le jeu de miroirs est multidirectionnel. Pour critiquer la monarchie absolue française, Montesquieu analysait les [régimes lointains de despotisme oriental](https://www.college-de-france.fr/sites/default/files/media/document/2024-06/Cheng%20Laurens%202023-2024_Colloque%2023-24%20juin_programme.pdf). L’analyse du despotisme impérial de la Russie peut relever d’un exercice similaire de fausse altérité et de vigilance, comme un miroir tendu à l’Europe, lui renvoyant ce qu’elle fut : coloniale, impérialiste et fasciste, et ce qu’elle pourrait bien redevenir : [antidémocratique](https://www.cnrseditions.fr/catalogue/sciences-politiques-et-sociologie/l-anti-democratie-au-XXIe-si%C3%A8cle/).

\[…\]

« Le peuple russe sera responsable de cette page honteuse de son histoire et de son désir de restaurer par la force l’ancien empire », [affirmait Oleksandra Matviichuk](https://www.lemonde.fr/international/article/2022/12/10/discours-du-prix-nobel-de-la-paix-la-guerre-en-ukraine-n-est-pas-une-guerre-entre-deux-etats-mais-entre-deux-systemes-l-autoritarisme-et-la-democratie_6153845_3210.html), récipiendaire du prix Nobel de la paix pour le Centre ukrainien pour les libertés civiles. Cette position semble  
justifiée par la fragilité des mobilisations protestataires contre la guerre en Russie, voire par les sondages indiquant un soutien majoritaire à l’« opération militaire spéciale ». La popularité de Poutine semble aussi élevée que lors de l’annexion de la Crimée en 2014. Le Centre Levada ; répertorié « agent de l’étranger », [poursuit ses sondages qui montrent](https://www.levada.ru/2023/02/02/konflikt-s-ukrainoj-otsenki-yanvarya-2023-goda/), malgré les réserves à faire à l’égard d’enquêtes en pays non libre, un soutien à l’engagement militaire de la Russie pour défendre les populations russophones d’Ukraine qui seraient « en danger » et le renvoi de la responsabilité du conflit sur les « ennemis de la Russie » (les États-Unis, l’OTAN). Même dans la communauté des Russes exilés ou relocalisés depuis 2022 (entre 700 000 et un million), la rhétorique poutinienne ne reste pas sans effets, d’autant que Poutine, en laissant les frontières ouvertes, offre des soupapes et ménage les ambiguïtés autour d’un régime et d’une économie dont l’isolement serait de la responsabilité des Occidentaux et de leurs sanctions.

Lors de l’effondrement de 1991, il n’y eut pas d’année zéro à l’image de ce qui se passa dans l’Allemagne défaite de 1945. Tout au plus voulut-on refermer la parenthèse des soixante-dix ans du communisme et se tourner vers le libéralisme occidental. Ce qui prima fut la continuité étatique avec la Russie d’avant la révolution. Dès lors, le _Sonderweg_ (chemin spécifique) que la RFA désavoua car il avait engendré le nazisme ne donna lieu à aucun _mea_  
_culpa_ en Russie puisque le communisme était une importation étrangère et que le passé impérial n’avait pas de responsabilité dans ce naufrage.

Or, comme le soulignent l’historienne d’origine kazakhe Botakoz Kassymbekova et la politiste d’origine kirghize Erica Marat, toutes deux parmi les fondatrices de RUTA, une nouvelle association de recherche décoloniale sur la zone post-soviétique, [il est temps d’en finir avec l’innocence impériale de la Russie et avec le statut que se donnent les Russes d’être les premières victimes de leur État despotique](https://www.ponarseurasia.org/time-to-question-russias-imperial-innocence/). »

* * *

_Copyright : éditions Payot & Rivages, Paris, 2025_.

**Licence :** `#CC-BY-ND (Attribution, Pas de modification)` 

**L'article sur The Conversation :** [https://theconversation.com/la-longue-histoire-du-despotisme-imperial-de-la-russie-270533](https://theconversation.com/la-longue-histoire-du-despotisme-imperial-de-la-russie-270533)

**Règles de republication de The Conversation :** [https://theconversation.com/fr/republishing-guidelines](https://theconversation.com/fr/republishing-guidelines)

### Thématique
`#Géopolitique` `#Guerre en Ukraine` 

**Langue :** `#Français` 

## Le compteur de pages de The Conversation (pixel invisible) : ne pas modifier
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