Totality and Infinity

E662560

Totality and Infinity is a seminal 1961 philosophical work by Emmanuel Levinas that critiques Western ontology and develops an ethics grounded in the face-to-face encounter with the Other.

All labels observed (2)

Label Occurrences
Totality and Infinity canonical 5
Totalité et Infini 1

How this entity was disambiguated

Statements (48)

Predicate Object
instanceOf philosophical work ⓘ
author Emmanuel Levinas ⓘ
centralConcept desire for the Infinite ⓘ
ethics as first philosophy ⓘ
exteriority ⓘ
face-to-face relation ⓘ
infinite responsibility ⓘ
separation ⓘ
the face of the Other ⓘ
transcendence ⓘ
countryOfOrigin France ⓘ
criticizes Western ontology ⓘ
totalizing thought ⓘ
genre continental philosophy ⓘ
ethics ⓘ
phenomenology ⓘ
hasInfluenced deconstructive ethics ⓘ
political philosophy ⓘ
post-structuralist ethics ⓘ
theology ⓘ
hasPart Part I: The Same and the Other ⓘ
Part II: Interior and Economy ⓘ
Part III: Exteriority and the Face ⓘ
Part IV: Beyond the Face ⓘ
influencedBy Edmund Husserl ⓘ
Jewish ethical thought ⓘ
Martin Heidegger ⓘ
languageOfWork French ⓘ
mainSubject alterity ⓘ
ethics ⓘ
face-to-face encounter ⓘ
infinity ⓘ
metaphysics ⓘ
ontology ⓘ
responsibility ⓘ
the Other ⓘ
totality ⓘ
notableIdea ethics as first philosophy ⓘ
primacy of the Other ⓘ
originalTitle Totalité et Infini ⓘ
philosophicalClaim ethics precedes ontology ⓘ
the Other cannot be reduced to the Same ⓘ
the face of the Other commands ethical responsibility ⓘ
totality is opposed to infinity ⓘ
philosophicalTradition Jewish philosophy ⓘ
phenomenology ⓘ
publicationYear 1961 ⓘ
structure four-part work ⓘ

How these facts were elicited

Referenced by (6)

Full triples — surface form annotated when it differs from this entity's canonical label.

Emmanuel Levinas → notableWork → Totality and Infinity ⓘ
Totality and Infinity → originalTitle → Totalité et Infini ⓘ
linked to: Totality and Infinity
Otherwise than Being, or Beyond Essence → follows → Totality and Infinity ⓘ
Time and the Other → relatedWorkByAuthor → Totality and Infinity ⓘ
Existence and Existents → relatedWork → Totality and Infinity ⓘ