Derivation of positive from natural law revisited

Aquinas's account of the relationship of natural law to positive law has a general theory: every just human law is derived from the law of nature; I and two, subordinate theorems: derivation is always either per modum conclusionis or per modum determinationis. I will call them sub-theorems....

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Autor principal: Legarre, Santiago
Formato: Artículo
Lenguaje:Inglés
Publicado: Oxford University Press 2020
Materias:
LEY NATURAL
DERECHO POSITIVO
DERECHO NATURAL
Finnis, John, 1940-
Tomás de Aquino, Santo, 1225?-1274
Acceso en línea:https://repositorio.uca.edu.ar/handle/123456789/10419
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Repositorio Institucional de la Universidad Católica Argentina (UCA) de Universidad Católica Argentina
id I33-R139123456789-10419
record_format dspace
institution Universidad Católica Argentina
institution_str I-33
repository_str R-139
collection Repositorio Institucional de la Universidad Católica Argentina (UCA)
language Inglés
topic LEY NATURAL
DERECHO POSITIVO
DERECHO NATURAL
Finnis, John, 1940-
Tomás de Aquino, Santo, 1225?-1274
spellingShingle LEY NATURAL
DERECHO POSITIVO
DERECHO NATURAL
Finnis, John, 1940-
Tomás de Aquino, Santo, 1225?-1274
Legarre, Santiago
Derivation of positive from natural law revisited
topic_facet LEY NATURAL
DERECHO POSITIVO
DERECHO NATURAL
Finnis, John, 1940-
Tomás de Aquino, Santo, 1225?-1274
description Aquinas's account of the relationship of natural law to positive law has a general theory: every just human law is derived from the law of nature; I and two, subordinate theorems: derivation is always either per modum conclusionis or per modum determinationis. I will call them sub-theorems. According to the first sub-theorem "something may be derived from the natural law . . . as a conclusion from premises." For example, "that one must not kill may be derived as a conclusion from the principle that one must do harm to no one." For one reason or another, the theory of derivation per modum determinationis has been the object of more intense study,6 but this Note will focus on the first sub-theorem and its concept: derivation per modum conclusionis...
format Artículo
author Legarre, Santiago
author_facet Legarre, Santiago
author_sort Legarre, Santiago
title Derivation of positive from natural law revisited
title_short Derivation of positive from natural law revisited
title_full Derivation of positive from natural law revisited
title_fullStr Derivation of positive from natural law revisited
title_full_unstemmed Derivation of positive from natural law revisited
title_sort derivation of positive from natural law revisited
publisher Oxford University Press
publishDate 2020
url https://repositorio.uca.edu.ar/handle/123456789/10419
work_keys_str_mv AT legarresantiago derivationofpositivefromnaturallawrevisited
bdutipo_str Repositorios
_version_ 1764820524433670145

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