Consider, for examples, these perspectives on complexness
What clues do these give for a recipe for design and engineering of interventions to complex problematic situations?
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Are you saying that two or more persons must engage? What degree of commonality is necessary? Does this caution against diversity?The general clues are:Complex systems are effectively engaged using shared vision, common symbols, common context and common value sets…
Why does the complexness attribute of a system change with context? Are you equating system with configuration and saying that some of the configuration will participate in one context but some other subset of the configuration will participate in another context?Systems that are complex in one context are simple in another context…
Yes. So?It is very difficult to communicate an idea to a person whose job depends on people (including the person) not understanding the idea…
How so. Complex is not in the eye of the beholder.If everyone knew everything then nothing would be complex…
Perhaps that is fortunate. Knowing everything precludes the joy of learning.Unfortunately, there are very few people that know everything…
Re: “ … it may be possible to diagnose the nature of a complex problem without recourse to mathematics.”
I suppose it depends upon your conceptualization of what constitutes mathematics. If, by mathematics, one merely thinks in terms of the manipulation of numbers (arithmetic) or numeric substitution symbols (traditional algebra), that is a very limited conceptualization.
We probably all understand that complexity can occur from interaction through simply described relationships. Some of us ask, (in some sense) mathematically, how objects, and categories of structures of objects, may be ‘composed’ and morphed. There are subtle assumptions at play in our traditional conceptualization of mathematics that often confound our understandings. The primary assumption is that mathematics takes place (in its comparisons) at equilibrium. What if that were not the case? This gets to one of the founding issues in category theory – what do we mean by equal? Equivalent classes? http://www.cwru.edu/artsci/phil/BJPSMacLane.pdf
Ken Lloyd
As I posted earlier, I think the SE recipe you listed is an excellent start and can be evolved. Let's focus on evolving your list. My post on stAGES of Complexity was somewhat of a sidelight.
...for a long time Pythagoras believed that every conceivable quantity could be expressed as a ratio (ratio in Latin is reason) of two of the available infinity of whole numbers - as for example 3/5 is the ratio of three and five or 119/120 is the ratio of one hundred and nineteen and one hundred and twenty. Then one day, one of Pythagoras's disciples pointed out to him that the diagonal of a square whose side was one unit could not be expressed that way. The two whole numbers needed to give the diagonal as their ratio did not exist; it was true and could be proved. Instead, one had to use the square root of 2, which is in this sense irrational and never "comes out even." Since they were all on a boat at the time, Pythagoras threw his student overboard and swore everyone else in his class to secrecy.
The truth, however, did not drown, and Greek mathematics was brought face to face with a brand new question... (Everdell 33)"
An example of not wanting to know a specific idea is given above..I view the systems approach as basically divided into two general forms..The system discovery form and the system design form...The discovery of the solar system is the same form of activity as the discovery of a mathematical principle...Along with an equation, the acceptable number system must be indicated...For example.."the simplest of equations: z=z^2 + C." does not generate a complex entity when the the allowed values for the variables are the Boolean constants 0 and 1 applied using Boolean operators. This generates a very boring entity. So the equation must be paired with the correct number system and operator set.A given system can have many views and facets, if one of those views is simple and non-complex I consider the system simple.Any simple system can be encrypted to make it complex... al la .. job protection and obscurificationof simple things for political and economic gain...Systems activity modes are an important context discriminator in discussing systems science...
Take care, be good to yourself and have fun,Joe
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