**Author details**

It can be noted that a given structure of KP for a NES type system has a fractal characteristic.

Proceedings of the International Conference on Interdisciplinary Studies (ICIS 2016) - Interdisciplinarity and Creativity

The approach allows to give some answers to questions on directions of evolution of the models for objects described in physics. The example illustrated is indicating the fractal nature of emergence and changing from one level to another in the process of building a KP structure

For a NES, this process is repeated in iterations producing versions (*R*0,…*Rn*) generating

**•** The type of the final state and the details on the final state (assuming that a real structure of NES type, for instance, exists and it is isomorphic with the final set of models) for a given

predicted, and from this perspective this KP state describes a system of knowledge of chaotic

A reformulation of the last statement can be made in the sense that the lessons learnt on NES

**•** The process of emergence from one level—one source of energy to another—has a finite character from the number of phases described by syzygy type of characteristics.

leads to a state for which its phenomenological characteristics cannot be

types (Figure 3).

and *MStrRi*.

**Figure 4.** Illustration of emergence for various phases and energy sources [11]

systems models in this moment (by using the proposed approach) is that

This process of model generation has the following main characteristics: **•** It is quantifiable and predictable for a phase and a given component.

**3.3. Results and conclusions**

of *K*(*i*)

50

type.

in the Knowledge Society

structure *K*(*i*)

manifolds of results of *MRi*

type—ChR (Figure 4).

Dan Serbanescu\* and Lucian Victor Spiridon

\*Address all correspondence to: dan.serbanescu1953@yahoo.com

Division of Logic, Models and Philosophy of Science, Romanian Committee for History and Philosophy of Science and Technology, Romanian Academy, Bucharest, Romania
