engleski

Changes of field structure

Usually we suppose that we can, through few time points, register some kind of changes defined under the influence of some transformation process. Such changes we recognize as: a) quantitative changes (linear move without changes in relations), b) structural changes (changes of relations of manifest or latent dimensions), c) taxons restructuring (changes of entity positions as allocations), and d) individual changes (local specific individual adaptations on applied stimuli systems). Totally different changes we can determine under the model offered in this article. Usually, we suppose that the field of events in several time points is the same, just because we have surround that field with the same variables for all time points. However, we forget that field event in the "second", "third" (… ) time point is no longer the same field as in the "first", simply since everything is changed exactly because the field structure is directly influenced by our intentional transformation process (or process of any kind). Because of mentioned reasons, a totally new algorithm was written and tested. That procedure generates global taxon which represents the whole field (space, area), and in it, we can recognize crucial condensed determinants of space itself. With the same sample of entities, and with the same variables applied in several time points, now we derive global taxon for each time point. Finally, we derive relations between that global field dimension and primary variables. Of course, if redefinition of field structure occurs, vectors of relations will differ from one to another time point, showing what kind of structure changes occur. Algorithm is tested in different conditions and show stability, strength and persuasion in field changes structure discovering. Bonacin D (2005). Comprehensive Continuum. 1 st International Symposium - New Technologies at Sport, Sarajevo. Bonacin D, Rađo I (2005). [Basic quantity methods for data analysis]. Sarajevo: Faculty of sports and PE. Bonacin D, Carev Z (2002). The universal methodology of process identification. Journal of Theoretics. Vol.: 4, 2.

field; strucuture; changes

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