I have proved that there is a bijection from the set to a certain subset of
(which I call funcoidal reloids).
See section (currently numbered 8.4) “Funcoidal reloids” in the preprint of my book.
Math Research of Victor Porton
Algebraic General Topology, Axiomatic Theory of Formulas, (generalized) limit of arbitrary function
I have proved that there is a bijection from the set to a certain subset of
(which I call funcoidal reloids).
See section (currently numbered 8.4) “Funcoidal reloids” in the preprint of my book.