Framing Cognitive Space for Higher Order Coherence (Part #4)
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Recent surveys of the possibility have been made by Helene Finidori (Patterns that Connect: exploring the potential of patterns and pattern languages in systemic interventions towards realizing sustainable futures, ISSS, 2016; Configuring Patterns and Pattern Languages for Systemic Inquiry and Design, Proceedings of the 25th Conference on Pattern Languages of Programs (PLoP), 2018).
Mapping on polyhedra: A valuable overview of the use of polyhedra for mapping patterns is provided by Ulrich Brehm and Egon Schulte (Polyhedral Maps, In: J.E. Goodman, et al. eds, Handbook of Discrete and Computational Geometry, CRC Press, 2017). This includes mapping onto non-orientable surfaces and convex polyhedra.
The possibility of mapping content (other than the surface of the Earth) onto polyhedra is the subject of a variety of separate discussions with images and animations:
The argument was notably illustrated in the latter through the tentative mapping onto polyhedra of the articles of various charters (Universal Declaration of Human Rights, European Convention on Human Rights, and Arab Charter on Human Rights).
Mapping strategic proposals: Another approach has been taken through the experimental mapping of the elements of strategic proposals onto polyhedra:
A particular consideration is the completely mysterious process through which global strategic initiatives are framed in terms of patterns of N-foldness -- in which the reason for whatever is chosen as N remains unexplained in systemic terms. As an extension of the traditional "laundry list" approach to the articles of international conventions, at best it is claimed to be a matter of political convenience. The size of N is seemingly unquestionable and not subject to further comment -- whether or not it is memorable.
Examples include:
Systemic inexplicability? This suggests the existence of an unexplored (unconscious) process through which psychosocial organization is most conveniently and comfortably organized in terms of the cube -- even to the point of being "locked into" one such pattern or another (possibly described as "feeling right"). The various patterns of strategic articulation can be considered in this light -- if only for mnemonic purposes. Understood in this way, the question is framed as to how systemically complete is any explicit pattern of N-foldness -- whether or not additional elements are effectively implicit.
Unusual (and relatively obscure) leads are offered with respect to N-fold strategic articulations of particular importance. For example:
The question could then be asked how any such locking is reinforced (or exemplified) by typical transformations of the cube into related polyhedra -- then to be recognized as "cognitive locking patterns". Is the simpler and more fundamental structure, the tetrahedron, to be considered "systemically meta-stable" with a greater number of dimensions implied rather than explicit.
The question is discussed separately (Global Coherence by Interrelating Disparate Strategic Patterns Dynamically: topological interweaving of 4-fold, 8-fold, 12-fold, 16-fold and 20-fold in 3D, 2019). The concern has been highlighted in more general terms (Patterns of N-foldness: comparison of integrated multi-set concept schemes as forms of presentation, 1980; Examples of Integrated, Multi-set Concept Schemes, 1984).
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