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Those who are in ideology believe themselves by definition outside ideology: one of the effects of ideology is the practical denegation of the ideolo… - Benedictus de Spinoza
" "Those who are in ideology believe themselves by definition outside ideology: one of the effects of ideology is the practical denegation of the ideological character of ideology by ideology: ideology never says, ‘I am ideological’. It is necessary to be outside ideology, i.e. in scientific knowledge, to be able to say: I am in ideology (a quite exceptional case) or (the general case): I was in ideology. As is well known, the accusation of being in ideology only applies to others, never to oneself (unless one is really a Spinozist or a Marxist, which, in this matter, is to be exactly the same thing). Which amounts to saying that ideology has no outside (for itself), but at the same time that it is nothing but outside (for science and reality). Spinoza explained this completely two centuries before Marx, who practiced it but without explaining it in detail.
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About Benedictus de Spinoza
Benedictus de Spinoza (24 November 1632 – 21 February 1677) was a social and metaphysical philosopher known for the elaborate development of his monist philosophy, which has become known as Spinozism. Controversy regarding his ideas led to his excommunication from the Jewish community of his native Amsterdam. He was named Baruch ("blessed" in Hebrew) Spinoza by his synagogue elders and known as Bento de Spinoza or Bento d'Espiñoza, but afterwards used the name Benedictus ("blessed" in Latin) de Spinoza.
Biography information from Wikiquote
Also Known As
Native Name:
בָּרוּךְ שְׂפִּינוֹזָה
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Benedito de Espinosa
Alternative Names:
Benedict de Spinoza
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Baruch de Espinosa
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Barukh Shpinozah
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Benoît de Spinoza
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Sbīnūzā
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Ispīnūzā
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Barukh Spinoza
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Bento de Espinosa
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Baruch d' Espinoza
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Shpinozah
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Baruch de Spinoza
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Spinoza
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Benoit de Spinoza
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Benedictus De Spinoza
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Benedictus Spinoza
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Baruch Spinoza
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Baruch Benedictus de Spinoza
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Additional quotes by Benedictus de Spinoza
A definition, if it is to be called perfect, must explain the inmost essence of a thing, and must take care not to substitute for this any of its properties. In order to illustrate my meaning, without taking an example which would seem to show a desire to expose other people's errors, I will choose the case of something abstract, the definition of which is of little moment. Such is a circle. If a circle be defined as a figure, such that all straight lines drawn from the center to the circumference are equal, every one can see that such a definition does not in the least explain the essence of a circle, but solely one of its properties. Though, as I have said, this is of no importance in the case of figures and other abstractions, it is of great importance in the case of physical beings and realities, for the properties of things are not understood so long as their essences are unknown. If the latter be passed over, there is necessarily a perversion of the succession of ideas which should reflect the succession of nature, and we go far astray from our object.
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