The Monist, Vol. 2, 1891-1892 : $b A quarterly magazineVarious
Philosophy
The Monist, Vol. 2, 1891-1892 : $b A quarterly magazine
Various
Philosophy -- Periodicals
UEBER DIE UNTERSCHIEDSEMPFINDLICHKEIT FUER KLEINE ZEITGROESSEN.
Eine vorläufige Mitteilung. By _F. Schumann_.
LITTERATURBERICHT.
Professor A. Meinong discusses Ch. v. Ehrenfels’s article “Ueber
Gestaltqualitäten”[28] adding the results of his own investigations
suggested to him by this essay. Ehrenfels starts from Professor Mach’s
consideration of figure and melody (see Mach’s _Beiträge zur Analyse der
Empfindungen_) and proposes the question, What are figure and melody
in themselves? Are they merely a combination of elements or are they
something in contradistinction to their elements, something entirely
new? Melodies and figures, says Ehrenfels, can be so transposed that
not any one of their original elements will remain. Thus the similarity
of figures in space as well as of tones is something different from the
similarity of their elements; they must be something different than
their mere sum. This is “the figure-quality” or _Gestaltsqualität_, and
Ehrenfels distinguishes between two kinds, (1) those of time (2) those
of space, which he calls (1) _Tongestalten_ and (2) _Raumgestalten_. In
addition to these are discussed the figure-qualities of sensations and
of inner apperception. Ehrenfels proposes the psychological question
whether these figure-qualities are immediately given together with
their foundations or whether they must be considered as the product of
a special activity, and he decides in favor of the former possibility.
Professor Meinong whose work has been in similar lines, refers to his
article “Phantasievorstellung und Phantasie”[29] and criticises the term
“figure-quality,” proposing in its stead the words _fundierend_ and
_fundiert_, using the German term _Fundament_ as a correlative expression
of “relation.” There is no relation without complexity and psychological
experience has actually to deal with complex facts only. Melody and
figure are names for the totality of the foundations including their
“founded” contents.
Public-domain text, read in full here on John Shaqi.
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