"A Non-Aristotelian System and Its Necessity for Rigour In Mathematics and Physics", Alfred Korzybski (1931) [pdf]
Direct PDF link: http://esgs.free.fr/uk/art/sands-sup3.pdf
Paper is source of the phrase "map-terrain relation", a/k/a "the map is not the territory".
See: https://en.wikipedia.org/wiki/Map%E2%80%93territory_relation
[PDF] A NON-ARISTOTELIAN SYSTEM AND ITS NECESSITY FOR RIGOUR IN MATHEMATICS AND PHYSICS | Semantic Scholar
A very extensive literature shows that the problems of ‘infinity’ pervade human psycho-logical reactions, starting from the lowest stage of human development up to the present and that without some theory of ‘infinity’, modern mathematics would be impossible. Up to date, no satisfactory theory of infinity, on which all mathematicians could agree, has been produced. The results are rather bewildering because what appears to some prominent mathematicians as perfectly sound mathematics is evaluated by other equally prominent scientists as a ‘mental’ disease (Poincaré); or we find opinions that a large portion of mathematics is devoid of proof and has to be accepted on faith; or that some parts of mathematics must be treated as non-sense (Kronecker, Brouwer, Weyl. ,). ‘There are eminent scholars on both sides and the chance of reaching an agreement within a finite period is practically excluded’, says Brouwer, and certainly such a state of affairs does not allow us to have any satisfactory modern standards of proof and rigour; the last thing we should expect in mathematics. The majority of those mathematicians who take interest in the soundness of their science seem to believe that the main difficulty centres around the validity of the ‘law of excluded third’ (‘A is B. or not B’) of the accepted, sharply two-valued, chrisippian form of A ‘logic’. They disregard the fact that we are born, bred, educated, speak a language, live under conditions, institutions. , which still remain desperately A or even pre-aristotelian. If we attempt to reject one of the two-valued ‘laws of thought’ or postulates of the A-system but retain A or pre-aristotelian elementalistic ‘psychologies’, ‘logic’, and s.r, no agreement in ‘a finite period’ can be expected, and the present mathematical chaos would continue.