Concept
Aristocracy
Related concepts (24)
Elitism
Elitism is the belief or notion that individuals who form an elite—a select group of people perceived as having an intrinsic quality, high intellect, wealth, power, notability, special skills, or experience—are more likely to be constructive to society as a whole, and therefore deserve influence or authority greater than that of others. The term elitism may be used to describe a situation in which power is concentrated in the hands of a limited number of people.
Old money
Old money is "the inherited wealth of established upper-class families (i.e. gentry, patriciate)" or "a person, family, or lineage possessing inherited wealth". The term typically describes a social class of the rich who have been able to maintain their wealth over multiple generations, often referring to perceived members of the de facto aristocracy in societies that historically lack an officially established aristocratic class (such as the United States). The term is often used in contrast with new money.
Arete
Arete () is a concept in ancient Greek thought that, in its most basic sense, refers to "excellence" of any kind—especially a person or thing's "full realization of potential or inherent function." The term may also refer to excellence in "moral virtue." The concept was also occasionally personified as a minor goddess, Arete (not to be confused with the mythological Queen Arete), who, together with sister Homonoia, formed the Praxidikai ("Exacters of Justice").
Social cycle theory
Social cycle theories are among the earliest social theories in sociology. Unlike the theory of social evolutionism, which views the evolution of society and human history as progressing in some new, unique direction(s), sociological cycle theory argues that events and stages of society and history generally repeat themselves in cycles. Such a theory does not necessarily imply that there cannot be any social progress. In the early theory of Sima Qian and the more recent theories of long-term ("secular") political-demographic cycles as well as in the Varnic theory of P.