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Nazionale S.P.I . FERRO, A. (2006). Mind Works. Routledge, London, 2008. FERRO, A. (2009). Transformations in dreaming and characters in the psychoanalytic field. Int J Psychoanal 90 :209-230. FERRO, A. (2013). The Oneiric Model of the mind, in Contemporary Bionian Roma : Theory and Technique in Psychoanalysis. Routledge, London, 2017. FERRO, A. (2013). Container-Contained and Field Theory. In Growth and turbulence in the container contained by Levine, H.B. and Brown L.J. Routledge, N.Y. FERRO, A. (2014). Viscere della mente. R. Cortina, Milano. FERRO, A

, M. (2018, May). The cultural heritage circulation in a globalized world: Should we build stronger borders or stronger bridges? . In Proceedings of the International Conference on Business Excellence (Vol. 12, No. 1, pp. 1069-1079). Sciendo. Kansal, S., & Chandani, A. (2014). Effective management of change during merger and acquisition. Procedia Economics and Finance , 11(3), 208-217. Kariel, H. S. (1956). Democracy unlimited: Kurt Lewin’s field theory. American Journal of Sociology , 62(3), 280-289. Keller, T. (2016). The Ecological Edges of Belligerency

References [1] PAPOULIS, A. : The Fourier Integral and Its Applications, McGraw Hill, New York, 1962. [2] Van der POL, B.-BREMMER, H. : Operational Calculus Based on the Two-sided Laplace Integral, 2nd ed., Cambridge University Press, 1955. [3] CHAMPENEY, D. C. : Fourier Transforms and their Physical Applications, Academic Press, London, 1973. [4] STINSON, D. C. : Intermediate Mathematics of Electromagnetics, Prentice Hall, Englewood Cliffs, 1976. [5] ˇ SUMICHRAST, L’. : Unified Approach to the Impulse Response and Green Function in the Circuit and Field Theory

nationstate. Sociological Review, 64 (2), 31-60. Draxler, J. (2017). Školám škodí najmä chaos [Schools harmed by chaos]. Pravda, Retrieved April 18, 2017, from Pravda website: https://nazory.pravda.sk/analyzy-apostrehy/clanok/426748-skolam-skodi-najma-chaos/ Ferrare, J. J., & Apple, M. W. (2015). Field theory and educational practice: Bourdieu and the pedagogic qualities of local field positions in educational contexts. Cambridge Journal of Education, 45 (1), 43-59. Field, J. (2006). Lifelong learning and the new educational order. Stoke on Trent: Trentham Books. Grenfell

References [1] PAPOULIS, A. : The Fourier Integral and Its Applications, McGraw Hill, New York, 1962. [2] Van der POL, B.-BREMMER, H. : Operational Calculus Based on the Two-sided Laplace Integral, 2nd ed., Cambridge University Press, 1955. [3] CHAMPENEY, D. C. : Fourier Transforms and their Physical Applications, Academic Press, London, 1973. [4] STINSON, D. C. : Intermediate Mathematics of Electromagnetics, Prentice Hall, Englewood Cliffs, 1976. [5] SUMICHRAST, L’. : Unified Approach to the Impulse Response and Green Function in the Circuit and Field Theory

peacebuilding. Sport in Society: Cultures, Commerce, Media, Politics, 16(5), 595–610. Schulenkorf, N., Sherry, E., & Rowe, K. (2016). Sport for development: An integrated literature review. Journal of Sport Management , 30(1), 22–39. Skille, E.Å. (2016). The Norwegian sporting field reconsidered – the application of Bourdieu’s field theory on a pluralistic and blurred world. European Journal for Sport and Society, 4(2), 103–115. Skinner, J., Zakus, D.H., & Cowell, J. (2008). Development through sport: Building social capital in disadvantaged communities. Sport

References Alber, J. (2014). Partnerschaften nach Schlaganfall: Untersuchung zu Förderfaktoren und Barrieren im Rehabilitationsprozess . Oldenburg: BIS Verlag. Alber, J., & Schulze, G. C. (2015). Counselling of rehabilitants after stroke and their partners. Journal of Rehabilitation Medicine, 51 (32), 32–33. Burnes, B., & Cooke, B. (2013). Kurt Lewin’s field theory: A review and re-evaluation. International Journal of Management Reviews, 15 (4), 408–425. Cronshaw, S. F., & McCulloch, A. N. (2008). Reinstating the Lewinian vision: From force field analysis to

Abstract

The paper deals with application of CPTu test results for the probabilistic modeling of dumping grounds. The statistical measures use results from 42 CPT test points located in the lignite mine dumping ground from the region of Central Europe. Both the tip resistance qc as well as local friction fs are tested. Based on the mean values and standard deviations of measured quantities the specific zones in the dumping site profile are distinguished. For three main zones standard deviations of linearly de-trended functions, distributions of normalized de-trended values for qc and fs are examined. Also the vertical scales of fluctuation for both measured quantities are estimated. The obtained result shows that lignite mine dumping site can be successfully described with the Random Field Theory. Additional use of fs values introduces supplementary statistical information.

Abstract

This article explores how three different analytical approaches to texts may work together to a certain extent in a critical approach to journalistic representation, in this case of the “non-western” world. Focusing on short news items dealing with the nationalist uprising in Egypt in 1919, the texts are analysed using critical discourse analysis, but also inspired by Said’s Orientalism critique, Bourdieu’s field theory including the notion of journalism as an autonomous field, albeit with a weak autonomy.

Abstract

The paper deals with evaluation of bearing capacity of strip foundation on random purely cohesive soil. The approach proposed combines random field theory in the form of random layers with classical limit analysis and Monte Carlo simulation. For given realization of random the bearing capacity of strip footing is evaluated by employing the kinematic approach of yield design theory. The results in the form of histograms for both bearing capacity of footing as well as optimal depth of failure mechanism are obtained for different thickness of random layers. For zero and infinite thickness of random layer the values of depth of failure mechanism as well as bearing capacity assessment are derived in a closed form. Finally based on a sequence of Monte Carlo simulations the bearing capacity of strip footing corresponding to a certain probability of failure is estimated. While the mean value of the foundation bearing capacity increases with the thickness of the random layers, the ultimate load corresponding to a certain probability of failure appears to be a decreasing function of random layers thickness.