ALLGEMEINE MODELLTHEORIE STACHOWIAK PDF

Modelle in verschiedenen Kategorien[ Bearbeiten Quelltext bearbeiten ] Jede Wissenschaftsdisziplin hat ihre eigenen Modellsystematiken. Berechenbarkeit bedeutet hier sowohl die analytische Untersuchung als auch die Approximation mittels numerischer Verfahren. Oft werden bei mathematischen Modellen Empirische Funktionen verwendet. Hier versteht man unter einem Modell eines Axiomensystems eine mit gewissen Strukturen versehene Menge , auf die die Axiome des Systems zutreffen.

Author:Groshicage Kalrajas
Country:Vietnam
Language:English (Spanish)
Genre:Career
Published (Last):8 March 2018
Pages:321
PDF File Size:16.71 Mb
ePub File Size:9.14 Mb
ISBN:734-8-83133-187-5
Downloads:55015
Price:Free* [*Free Regsitration Required]
Uploader:Vocage



Unfortunately this is still only available in german language, so I thought why not try a translation of the essential bits: Fundamental Model Properties Mapping: Models are always models of something, i. Pragmatism: Models are not uniquely assigned to their originals per se. Remarks Mapping: Such originals can evolve in a natural way, be produced technically or can be given somehow else.

They can belong to the areas of symbols, the world of ideas and terms, or the physical world. Originals and models are interpreted here solely as attribute classes [representable by predicate classes], that often achieve the shape of attributive systems [interrelated attributes that constitute a uniform orderly whole].

The concept of mapping coincides with the concept of assigning model attributes to original attributes in the sense of a mathematical set theoretical, algebraic mapping. Reduction: To know once that not all attributes of the original are covered by the corresponding model, as well as which attributes of the original are covered by the model, requires the knowledge of all attributes of the original as well as of the model.

This knowledge is present especially in those who created the original as well as the model , i. Here, an attribute class is an aggregation of attributes of the original as well as of the model side, out of the overall unique attribute repertoire. Thus, the original-model comparison is uniquely realisable.

Models are not only models of something. They are also models for someone, a human or an artificial model user. At this, they fulfil their function over time, within a time interval. Finally, they are models for a certain purpose.

Allgemeine Modelltheorie [General Model Theory]. ISBN Have fun.

BOWEX COUPLING CATALOGUE PDF

Stachowiak, H. (1973): Allgemeine Modelltheorie

.

DSA 4.1 HELDENBOGEN PDF

Modellbildung

.

EAW KF 600 I PDF

Stachowiak ( 1973): Allgemeine Modelltheorie

.

EXTRON SW4 HDMI PDF

.

Related Articles