REVOLUCIÓN SOCIAL
REVOLUCIÓN FRANCESA
REVOLUCIÓN CIENTÍFICA
REVOLUCIÓN INDUSTRIAL
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)
HENRY DE SAINT SIMON (1760-1825)
Nueva clase social-->los industriales: obreros y propietarios de la fábricas.
Los industriales:diferente a la aristocracia.
Ideo que también se puede estudiar la sociología.
AUGUSTE COMTE
*Sociología (1798-1857)
*Voces griegas: societas:sociedad
logos:tratados
*Voces griegas: societas:sociedad
logos:tratados
SOCIOLOGÍA: Trata de desentrañar las razones d porque las personas están unidas.
SOCIEDAD: Conflicto, desigualdad, transformación.
Proceso de la comunidad: evoluciona sola.
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)
*Creador del sistema teolico conocido como "materialismo histórico"
SOCIEDAD: Conflicto, desigualdad, transformación.
DINÁMICA SOCIAL-COMTE
Proceso de la comunidad: evoluciona sola.
KALRL MARX (1818-1882)
*Vinculó la historia con la economía: una sociedad justa e igualitaria.
GABINO BARRERA
*Asistió a cursos-Comte.
*Discípulo de Comte.
*Explicó->libertad-orden y progreso.
*Porfiriato:dio un fin científico (más importancia).
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