The main aim of the paper is to present (and at the same time offer) a differ-ent perspective for the analysis of the accelerated expansion of the Universe. A perspective that can surely be considered as being “in parallel” to the tradition-al ones, such as those based, for example, on the hypotheses of “Dark Matter” and “Dark Energy”, or better as a “com-possible” perspective, because it is not understood as being “exclusive”. In fact, it is an approach that, when con-firmed by experimental results, always keeps its validity from an “operative” point of view. This is because, in analogy to the traditional perspectives, on the basis of Popper’s Falsification Principle the corresponding “Generative” Logic on which it is based has not the property of the perfect induction. The basic difference then only consists in the fact that the Evolution of the Universe is now modeled by considering the Universe as a Self-Organizing System, which is thus analyzed in the light of the Maximum Ordinality Principle.
References
[1]
Giannantoni, C. (2010) The Maximum Ordinality Principle. A Harmonious Dissonance. Proceedings of the 6th Emergy Conference, Gainesville, 14-16 January 2010, 55-72.
[2]
Giannantoni, C. (2012) The Relevance of Emerging Solutions for Thinking, Decision Making and Acting. The Case of Smart Grids. Ecological Modelling, 271, 62-71. https://doi.org/10.1016/j.ecolmodel.2013.04.001
[3]
Giannantoni, C. (2014) Toward One Sole Reference Principle Generating “Emerging Solutions” of Progressively Ascending Ordinality. Proceedings of the 8th Biennial Emergy Research Conference, University of Florida, Gainesville, 16-18 January 2014, 33-50.
[4]
Giannantoni, C. (2016) The “Emerging Quality” of Self-Organizing Systems, When Modeled According to the Maximum Ordinality Principle, Offers a Radically New Perspective to Modern Science. Proceedings of the 9th Biennial Emergy Research Conference, Gainesville, 6-7 January 2016, 281-298.
[5]
Giannantoni, C. (2001) The Problem of the Initial Conditions and Their Physical Meaning in Linear Differential Equations of Fractional Order. Applied Mathematics and Computation, 141, 87-102. https://doi.org/10.1016/S0096-3003(02)00323-5
[6]
Giannantoni, C. (2004) Mathematics for Generative Processes: Living and Non-Living Systems. Journal of Computational and Applied Mathematics, 189, 324-340. https://doi.org/10.1016/j.cam.2005.03.032
[7]
Giannantoni, C. (2018) Self-Organizing Systems, When Modeled According to the Maximum Ordinality Principle, Always Present Explicit Formal Solutions, in Their Proper Time and Proper Space. Proceedings of the 10th Biennial Emergy Conference, University of Florida, Gainesville, 25-27 January 2018, 137-156.
[8]
Giannantoni, C. (2022) The MOP, from the “Incipient” Derivative to EQS Simulator. http://www.ordinality.org
