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Mathematical Discovery: Model G has its own Functional Dichotomy system, Elemental Dichotomy system and Type Dichotomy system!

Recently, I discovered a new system of functional/positional dichotomies for Socionics Model G. Alongside that, I discovered a new system elemental dichotomies that are compatible with these functional/positional dichotomies (since the classical Model A elemental dichotomies aren't compatible with these new Gulenko-Newman dichotomies). I also discovered (several years ago) how an existing set of type dichotomies, the Tencer-Minaev dichotomies, creates a unique system of 35 small group systems (independent from the 35 Reinin small group systems) which describes the workings of Socionics Model G. If any of those terms confuse you, don't worry, since in this article I will give some references that will make it easy to understand them. This post will not prove the validity of my discoveries; if you want the proof, see this much longer and more thorough encyclopedia ( https://varlawend.blogspot.com/2023/06/encyclopedia-of-model-g-and-model.html ). This article is only going to pres

Encyclopedia of Model G and Model A Dichotomy Systems (contains proofs of new mathematical discoveries)

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Introduction Very recently, I discovered a new system  of " functional dichotomies " (dichotomies which describe the positions within a Socionics model so they should arguably be called " positional dichotomies "), called the Gulenko-Newman Dichotomies . They uniquely define the workings of Model G. This system of functional dichotomies is distinct and independent from the 7 functional dichotomies which describe the positions of Model A! This new system of dichotomies can also describe a distinct, independent set of 15 type dichotomies (independent from the 15 Reinin dichotomies) which work better in Model G than in Model A (whereas the Reinin dichotomies work better in Model A, though technically both sets of dichotomies can be made to work in both models, just without symmetry in one of the two). This newer set of 15 type dichotomies was previously discovered by the Socionists and mathematicians Ibrahim Tencer and Yuri Minaev (both likely LSI-N in Model G) usi