7 citations · 7 across the 3 of their papers we have counts for
6 papers
The lost proof of Fermat's last theorem
Andrea Ossicini
This work contains two papers: the first published in 2022 and entitled "On the nature of some Euler's double equations equivalent to Fermat's last theorem" provides a marvellous p…
The origin of the Frey elliptic curve in a too narrow margin
Andrea Ossicini
It is shown that an appropriate use of so-called double equations by Diophantus provides the origin of the Frey elliptic curve and from it we can deduce an elementary proof of Ferm…
An Alternative Form of the Functional Equation for Riemann's Zeta Function, II
Andrea Ossicini
This paper treats about one of the most remarkable achievements by Riemann, that is the symmetric form of the functional equation for ζ(s). We present here, after showing the first…
An Alternative Form of the Functional Equation for Riemann's Zeta Function
Andrea Ossicini
In this paper we present a simple method for deriving an alternative form of the functional equation for Riemann's Zeta function. The connections between some functional equations…
A Survey on the Special Function "Shin"
Andrea Ossicini
The purpose of the work is to furnish a complete study of a discrete and special function, discovered by the author and named with the Arabian letter "SHIN" {The letter SHIN is the…
The special function "shin", II
Andrea Ossicini
This Paper (one first and draft version) contains some small imperfections, one its correct and definitive version has been already submitted to one prestigious review of mathemati…