Landmarks of Scientific Socialism: "Anti-Duehring"Engels, Friedrich
Philosophy
Landmarks of Scientific Socialism: "Anti-Duehring"
Engels, Friedrich
Dialectical materialism; Dühring, E. (Eugen), 1833-1921; Economics; Philosophy; Socialism
But to what purpose is all this prolixity? After Herr Duehring has
enthusiastically proclaimed the independence of pure mathematics of
the world of experience, their apriorism, their connection with free
creation and imagination, he says "it will be readily seen that these
mathematical elements (number, magnitude, time, space, geometric
progression), are therefore ideal forms with relation to absolute
magnitudes and therefore something quite empiric, no matter to what
species they belong." But "mathematical general notions are, apart
from experience, nevertheless capable of sufficient characterization,"
which latter proceeds, more or less, from each abstraction, but does
not by any means prove that it is not deprived from the actual. In the
scheme of the universe of our author pure mathematics originated in
pure thought, in his philosophy of nature it is derived from the
external world and then set apart from it. What are we then to
believe?
_The Scheme of the Universe._
"All-comprehending existence is sole. It is sufficient to itself and
has nothing above or below it. To associate a second existence with it
would be to make it just what it is not, a part of a constituent or
all-embracing whole. When we conceive of our idea of soleness as a
frame there is nothing which can enter into this, nothing which
retains twofoldness can enter into this concept of unity. But nothing
can alienate itself from this concept of unity. The essence of all
thought consists in uniting the elements of consciousness in a unity.
The indivisible concept of the universe has arisen by comprehending
everything, and the universe, as the word signifies, is recognised as
something in which everything is united into one unity."
So far Herr Duehring is quoted. The mathematical method, "Everything
must be decided on simple axiomatic foundation principles, just as if
it were concerned with the simple principles of mathematics," this
method is for the first time here applied.
Public-domain text, read in full here on John Shaqi.
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