New Communitarianism Movements and Complex Utopia

Simulation is a rapidly growing field in social sciences. Simulation theories in social sciences are considered to critique social dynamics and societies which are mostly simulated by media, cinema, TV, internet, etc. Recently we (Akdeniz KG, Disorder in complex human system. In: Fritzsch H, Phua KK (eds) Singapore: proceedings of the conference in Honour of Murray Gell-Mann's 80th birthday quantum mechanics, elementary particles, quantum cosmology and complexity. World Scientific Publishing, Hackensack, pp 630-637, 2009) purposed a simulation theory as a critique theory to investigate disordered human behaviors. In this theory, "Disorder-Sensitive Human Behaviors (DSHB) Simulation Theory", chaotic awareness is also considered as a reality principle in simulation world to complete Baudrillard Simulation Theory (Baudrillard J, Simulacra and simulation. University of Michigan Press, Michigan, 1995). We call the emergence of this reality as zuhur which is different than simulacra. More recently we proposed the complex utopia (Akdeniz KG, From Simulacra to Zuhur in Complex Utopia. 11th International Conference of the Utopian Studies Society, Lublin, 2010; Akdeniz KG, The new identities of the physicist: cyborg-physicist and post-physicist. In: Proceedings of the conference of world international conference of technology and education, Beirut, 2010) to critique the complex societies and communities in simulation world. The challenging agents in the complex utopia are both simulacra and zuhur. In this paper we would like to review "What is the complex utopia?" And we shall critique some global events in framework of complex utopia with particular examples in socio-economic and political contexts

DISORDER IN COMPLEX HUMAN SYSTEM

Since the world of human and whose life becomes more and more complex every day because of the digital technology and under the storm of knowledge (media, internet, governmental and non-governmental organizations, etc...) the simulation is rapidly growing in the social systems and in human behaviors. The formation of the body and mutual interactions are left to digital technological, communication mechanisms and coding the techno genetics of the body. Deconstruction begins everywhere. The linear simulation mechanism with modern realities are replaced by the disorder simulation of human behaviors with awareness realities

The 'wavelet' entropic index q of non-extensive statistical mechanics and superstatistics

Generalized entropies developed for non-extensive statistical mechanics are derived from the Boltzmann Gibbs-Shannon entropy by a real number q that is a parameter based on q-calculus; where q is called 'the entropic index' and determines the degree of non-extensivity of a system in the interval between 1 and 3. In a very recent study, we introduced a new calculation method of the entropic index q of non extensive statistical mechanics. In this study, we show the mathematical proof of this calculation method of the entropic index. Firstly, we propose that the number of degrees of freedom, n is proportional to the inverse of the wavelet scale index,n equivalent to 1/(iscale) , where i(scale) is a wavelet based parameter called wavelet scale index that quantitatively measures the non-periodicity of a signal in the interval between 0 and 1. Then, by applying this proposition to the superstatistics approach, we derive the equation that expresses the relationship between the entropic index and the wavelet scale index, q = 1 + 2i(scale). Therefore, we name this q-index as the 'wavelet' entropic index. Lastly, we calculate the Abe entropy, Landsberg-Vedral entropy and q-dualities of the Tsallis entropy of the Logistic Map and Hennon Map using the 'wavelet' entropic index, and based on our results, compare and discuss these generalized entropies. (C) 2021 Elsevier Ltd. All rights reserved

Ion-Cyclotron Resonance Frequency Interval Dependence on the O VI Ion Number Density in the North Polar Coronal Hole 1.5R-3R Region

The frequency intervals in which O VI ions get in resonance with ion cyclotron waves are calculated using the kinetic model, for the latest six values found in literature on O VI ion number densities in the 1.5R-3R region of the NPCH. It is found that the common resonance interval is 1.5 kHz to 3 kHz. The R-variations of wave numbers necessary for the above calculations are evaluated numerically, solving the cubic dispersion relation with the dielectric response derived from the quasi-linear Vlasov equation for the left-circularly polarized ion-cyclotron waves

q-GAUSSIAN ANALYSIS IN COMPLEX POLYMERS

Recently, we analyzed the temperature dependent q-Gaussian characteristics of weak chaotic transient currents through thin Aluminum-Polymethylmethacrylate-Aluminum films under voltages in the range of +/-10V at 22 degrees C temperature

q-Gaussian analysis of the electronic behavior in polymethylmetacrylate

The behavior of the electrical conductivity of polymethylmetacrylate (PMMA) thin films was examined with q-Gaussian analysis. To this effect, the time evolutions of Al-PMMA-Al thin films' transient current data when subjected to an electric field at 295 K, 303 K and 313 K temperatures were considered; and the fitted long tailed q-Gaussian curves of the probability density functions were compared with normal Gaussian distributions. The q-exponential fits are definitely in better agreement with the experimental data than the normal Gaussian distributions. Additionally, it was shown that when the temperature parameter increases, the q value decreases. To the extent that q values can be considered to indicate the degree of correlation in a system, this result confirms that when the q value decreases, the correlation among PMMA atoms declines. (C) 2013 Elsevier Ltd. All rights reserved

Claim of values in dictionaries: An example of the anarchist Islands model

Recently, the “Anarchist Islands Model” has been proposed as a political conceptualization although it includes a geographical term. It offers a method for the current state of affairs. It is based on a statement on complexity science paradigms. Chaotic Awareness Simulation (CAS) theory coincides with the Anarchist Islands Model when it construes people’s imaginations, considerations, and behaviors in the context of ethics. In this article, as an example of efforts in claiming values in dictionaries implied in the Anarchist Islands Model, we focus on the story of the Turkish word “müsait”/available for Anarchist Islands. This word is described with a meaning of women who flirt with somebody in the dictionary of the Turkish Language Institution (TDK) (tdk.gov.tr). Some of the citizens began a campaign claiming that this word should be withdrawn from the dictionary. At the end of this campaign, TDK declared formally that the meaning of “müsait” is not the same in the new issue of the dictionary. Both TDK and other dictionaries declared formally their meanings. So, we observe the change; some citizens want not only to squat in urban areas (Gezi Park) but also protect their values. © 2018, Springer International Publishing AG, part of Springer Nature

THE BEHAVIOURS OF GURSEY INSTANTONS IN PHASE SPACE

In our previous study, we have investigated the behaviours of spinor-type instantons in two-dimensional conformally invariant pure spinor Thirring model in phase space. In this paper, we study the role of the coupling constant in the evolution of the four-dimensional spinor-type instantons in phase space via the Heisenberg ansatz. For this purpose, we consider the Gursey model is a four-dimensional conformally invariant pure spinor model with nonlinear self-coupled spinor term. The model proposed in 1956 as a possible basis for a unitary description of elementary particles (Heisenberg Bohr dream). This study will also lead us to investigate the dependence of the behaviours of spinor-type instantons in phase space on quantum fractional spinor number as well as dimensions

The Behaviours of Gursey Instantons in Phase Space

In our previous study, we have investigated the behaviours of spinor-type instantons in two-dimensional conformally invariant pure spinor Thirring model in phase space. In this paper, we study the role of the coupling constant in the evolution of the four-dimensional spinor-type instantons in phase space via the Heisenberg ansatz. For this purpose, we consider the Gursey model is a four-dimensional conformally invariant pure spinor model with nonlinear self-coupled spinor term. The model proposed in 1956 as a possible basis for a unitary description of elementary particles (Heisenberg Bohr dream). This study will also lead us to investigate the dependence of the behaviours of spinor-type instantons in phase space on quantum fractional spinor number as well as dimensions

From Heisenberg ansatz to attractor of Thirring Instanton

Recently we have investigated the role of the coupling constant in the evolution of the two dimensional spinor-type instantons (Thirring Instantons [1]) in phase space [2] via Heisenberg ansatz. In this paper we study the stability of bifurcation points of the Thirring Instanton's behaviours in phase space. (C) 2011 Elsevier Ltd. All rights reserved