Jede Vorstellung ist eine Verallgemeinerung, und diese gehört dem Denken an. Etwas allgemein machen, heißt, es denken. ("Grundlinien der Philosophie … - Georg Wilhelm Friedrich Hegel

" "

Jede Vorstellung ist eine Verallgemeinerung, und diese gehört dem Denken an. Etwas allgemein machen, heißt, es denken. ("Grundlinien der Philosophie des Rechts oder Naturrecht und Staatswissenschaft im Grundrisse", Berlin, 1833, p. 35)

German
Collect this quote

About Georg Wilhelm Friedrich Hegel

Georg Wilhelm Friedrich Hegel (27 August 1770 – 14 November 1831) was a German philosopher considered one of the most important figures in German idealism. He is one of the fundamental figures of Western philosophy, with his influence extending to the entire range of contemporary philosophical issues, from aesthetics to ontology to politics, both in the analytic and continental tradition.

Biography information from Wikiquote

Also Known As

Alternative Names: George William Frederick Hegel G. W. F. Hegel Hegel G.W.F. Hegel GWF Hegel
Go Premium

Support Quotewise while enjoying an ad-free experience and premium features.

View Plans

Related quotes. More quotes will automatically load as you scroll down, or you can use the load more buttons.

Additional quotes by Georg Wilhelm Friedrich Hegel

If we go on to cast a look at the fate of world historical personalities... we shall find it to have been no happy one. They attained no calm enjoyment; their whole life was labor and trouble; their whole nature was nothing but their master passion. When their object is attained they fall off like empty hulls from the kernel. They die early, like Alexander; they are murdered, like Casear; transported to St. Helena, like Napoleon.

That the line does not consist of points, nor the plane of lines, follows from their concepts, for the line is the point existing outside of itself relating itself to space, and suspending itself and the plane is just as much the suspended line existing outside of itself.-Here the point is represented as the first and positive entity, and taken as the starting point. The converse, though, is also true: in as far as space is positive, the plane is the first negation and the line is the second, which, however, is in its truth the negation relating self to self, the point. The necessity of the transition is the same.-
The other configurations of space considered by geometry are further qualitative limitations of a spatial abstraction, of the plane, or of a limited spatial whole. Here there occur a few necessary moments, for example, that the triangle is the first rectilinear figure, that all other figures must, to be determined, be reduced to it or to the square, and so on.-The principle of these figures is the identity of the understanding, which determines the figurations as regular, and in this way grounds the relationships and sets them in place, which it now becomes the purpose of science to know.
Negativity, which as point relates itself to space and in space develops its determinations as line and plane, is, however, in the sphere of self-externality equally for itself and appearing indifferent to the motionless coexistence of space. Negativity, thus posited for itself is time.
Time, as the negative unity of being outside of itself, is just as thoroughly abstract, ideal being: being which, since it is, is not, and since it is not, is
If these determinations (of Kant, the forms of intuition or sensation) are applied to space and time, then space is abstract objectivity, whereas time is abstract subjectivity (“the pure I=I of self-consciousness” but still the concept is in its pure externality).

Time is just as continuous as space, for it is abstract negativity r

Enhance Your Quote Experience

Enjoy ad-free browsing, unlimited collections, and advanced search features with Premium.

Loading...