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text: 'This matter of linkages is crucial. The discussion above seems vague. \n\nTo be clear - a 'Tree' inheritance diagram can only map simplistic domains.\n\nTo be useful in 'useful to humans' domains - governance, economics, science (let alone politics, art, philosophy), we must be able to map any connection at all: - \n["A City is not a Tree"](http://blogs.ischool.berkeley.edu/i103su12/files/2011/07/1965-City-is-not-a-Tree-Alexander.pdf).\n\n\nI understand that Arbital is math focused - math is a simplistic domain - one where proof is a binary and immutable condition - and yet a single 'proof' can be related to multiple domains (both 'upwards' and 'downwards').\n\nSo I may be in the wrong place. I'd like to know if this is the case.\n\nPS:\nBased on this quote that popped up;\n "Truth is singular, its versions are mistruths", \nI may indeed be in the wrong place. \nOr Truths is a rather small set, that is mostly full of banalities (at least, once identified and accepted).\n',
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