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Navigating goals of care discussion in palliative care: A qualitative study applying Bourdieu's theory of practice. [PDF]
Lin H +5 more
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Childhood under siege: battling malnutrition, disease, and despair during genocide in Gaza. [PDF]
Hamamra B, Mahamid F, Mayaleh A.
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Construction and validation of a predictive model for the efficacy of valproic acid monotherapy in epilepsy based on Lasso-logistic regression. [PDF]
Xing Q +5 more
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Studying Regeneration Through History as a Way of Looking Forward. [PDF]
MacCord K, Maienschein J.
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Midwest Studies in Philosophy, 1995
Inviolability is a status an entity has when it is impermissible to harm it in certain respects. Inviolability can come in degrees and vary with the characteristics of an individual and in the manner in which we might violate that individual. Aggressors, for example, might not be as inviolable as others, and it may even be permissible to violate ...
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Inviolability is a status an entity has when it is impermissible to harm it in certain respects. Inviolability can come in degrees and vary with the characteristics of an individual and in the manner in which we might violate that individual. Aggressors, for example, might not be as inviolable as others, and it may even be permissible to violate ...
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The Concept of Inviolability in Culture
American Journal of Sociology, 1931The inviolability of the person and of things is a basic factor in culture. Its observance is highly differentiated according to age, sex, mental status, physical characteristics, religion, position or rank or caste, occupational class, and property of the individual; also, it varies according to season and location.
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The Mathematical Gazette, 1974
One of the oldest and best known of chessboard problems is to place the largest possible number of similar pieces on the board such that no two of these pieces are attacking each other. In his book Amusements in mathematics [1], Dudeney considered this problem on a generalised square ...
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One of the oldest and best known of chessboard problems is to place the largest possible number of similar pieces on the board such that no two of these pieces are attacking each other. In his book Amusements in mathematics [1], Dudeney considered this problem on a generalised square ...
openaire +2 more sources

