The reverse showing that we actually have isomorphic structures ... https://youtu.be/hc1b_KJEN8o
Le dim. 19 avr. 2020 à 11:13, robert marty <[email protected]> a écrit : > New more demonstrative video ; the same but with four limited downtime > ... > > https://www.youtube.com/tL29hqNfFlg > <https://www.youtube.com/watch?v=tL29hqNfFlg> > > Regards > > Le sam. 18 avr. 2020 à 22:10, robert marty <[email protected]> a > écrit : > >> I have always maintained that the lattice of the 10 classes of signs is >> the algebraic realization of the affinities between classes of signs as >> Peirce describes them from CP 2.254 to CP 2.264. In "The trichotomic >> machine" ("The trichotomic machine," Semiotica, vol. 2019, No. 228, May >> 2019, p. 173-192) and in " >> https://www.academia.edu/40493861/The_trichotomic_machine_brings_order_among_the_interpretants"; >> (Appendix B) I showed paragraph by paragraph, word by word, that this >> formal structure perfectly captured Peirce's texts. Here is now a visual >> proof built by a simple technical morphing. >> >> https://www.youtube.com/watch?v=tSfICQynu6A >> >> For connoisseurs I used Sqirlz Morph; I put the 30 points of >> correspondence between the two images that were naturally necessary. From a >> mathematical point of view I built a faithful and full functor between two >> algebraic categories. >> >
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