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ideals | A Wisdom Archive on ideals | | ideals A selection of articles related to ideals | |
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ARTICLES RELATED TO ideals | |
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| | |  ideals: Encyclopedia II - Idealism - HistoryIdealism names a number of philosophical positions with quite different tendencies and implications.
Idealism - Plato.
Plato proposed an idealist theory as a solution to the problem of universals. A universal is that which all things share in virtue of having some particular property. So for example the wall, the moon and a blank sheet of paper are all white; white is the universal that all white things share. Plato argued that it is universals, The Forms, or Platonic Ideals that are real, no ...
See also:Idealism, Idealism - History, Idealism - Plato, Idealism - Plotinus, Idealism - Malebranche, Idealism - George Berkeley, Idealism - Arthur Collier, Idealism - Jonathan Edwards, Idealism - Immanuel Kant, Idealism - Fichte, Idealism - Hegel, Idealism - Schopenhauer, Idealism - British idealism, Idealism - Karl Pearson, Idealism - Critique of Idealism, Idealism - G. E. Moore, Idealism - David Stove, Idealism - John Searle, Idealism - Idealism in religious thought, Idealism - Other uses Read more here: » Idealism: Encyclopedia II - Idealism - History |
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| | | | ideals: Encyclopedia II - Chinese remainder theorem - Simultaneous congruences of integers The original form of the theorem, contained in a third-century book by Chinese mathematician Sun Tzu and later republished in a 1247 book by Qin Jiushao, is a statement about simultaneous congruences (see modular arithmetic). Suppose n1, ..., nk are positive integers which are pairwise coprime (meaning gcd (ni, nj) = 1 whenever i β j). Then, for any given integers a1, ..., ak, there exists an in ...
See also:Chinese remainder theorem, Chinese remainder theorem - Simultaneous congruences of integers, Chinese remainder theorem - Statement for principal ideal domains, Chinese remainder theorem - Statement for general rings, Chinese remainder theorem - Applications of the Chinese remainder theorem Read more here: » Chinese remainder theorem: Encyclopedia II - Chinese remainder theorem - Simultaneous congruences of integers |
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| | | | ideals: Encyclopedia II - Heian period - The Fujiwara Regency When Kammu moved the capital to Heian (Kyoto), which remained the imperial capital for the next 1,000 years, he did so not only to strengthen imperial authority but also to improve his seat of government geopolitically. Kyoto had good river access to the sea and could be reached by land routes from the eastern provinces. The early Heian period (794-967) continued Nara culture; the Heian capital was patterned on the Chinese capital at Chang'an, as was Nara, but on a larger scale. Despite the decline of the Taika-TaihΕ reforms, imperial gover ...
See also:Heian period, Heian period - History, Heian period - Developments in Buddhism, Heian period - Heian period literature, Heian period - Heian period economics, Heian period - The Fujiwara Regency, Heian period - The Rise of the military class Read more here: » Heian period: Encyclopedia II - Heian period - The Fujiwara Regency |
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| | | | ideals: Encyclopedia II - Filter mathematics - Filter on a set A special case of a filter is a filter defined on a set. Given a set S, a partial ordering β can be defined on the powerset P(S) by subset inclusion, turning (P(S),β) into a lattice. A filter F on S is then a subset of P(S) with the following properties:
S is in F. (F is non-empty)
The empty set is not in F. (F is proper)
If A and B are in F, then so is their intersection. (F is c ...
See also:Filter mathematics, Filter mathematics - General definition, Filter mathematics - Filter on a set, Filter mathematics - Examples, Filter mathematics - Filters in model theory, Filter mathematics - Filters in topology, Filter mathematics - Filters in uniform spaces Read more here: » Filter mathematics: Encyclopedia II - Filter mathematics - Filter on a set |
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| | | | ideals: Encyclopedia II - Ideology - The analysis of ideology Meta-ideology is the study of the structure, form, and manifestation of ideologies. Meta-ideology posits that ideology is a coherant system of ideas, relying upon a few basic assumptions about reality that may or may not have any factual basis, but are subjective choices that serve as the seed around which further thought grows. According to this perspective, ideologies are neither right nor wrong, but only a relativistic intellectual strategy for categorizing the world.
The works of George Walford and Harold Walsby, done under the heading of systematic ideology, are attempts to explore t ...
See also:Ideology, Ideology - Ideology in everyday society, Ideology - History of the concept of ideology, Ideology - The analysis of ideology, Ideology - Ideology as an instrument of social reproduction, Ideology - Feminism as critique of ideology, Ideology - Political ideologies, Ideology - List of political ideologies, Ideology - Epistemological ideologies Read more here: » Ideology: Encyclopedia II - Ideology - The analysis of ideology |
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