Уникальное тождество и доказательства ВТФ и гипотезы Била в несколько строк
Russian
ABC-гипотеза и ВТФ
russian
The unique invariant identity and unique consequences. (Elementary aspect) 2016 (English, Russian)
Received and given the unique invariant identity on a set of arbitrary numerical systems (in which arithmetic operations are the same as in the system of natural numbers: in particular), allowing to obtain for each item the set of all positive integers, including zero, all the an infinite number (uncountable) representations in any combination of diverse elements of different number systems
Super concise proof of Fermat's Last Theorem and the given another version of the Beal Conjecture solution.
English Русский
The solution of the integrality for all diagonals of a rectangular parallelepiped (Euler), and a new feature of the complex threedimensional space.
(Elementary aspect) 2015 (English, Russian)
In this article, we'll present and solve problem of Euler: there are countless cuboids whose diagonal all the faces and the main diagonal are integer. Discovered a new feature of three-dimensional complex space (with respect to the metric), we obtain a concise version of the proof of the Fermat's Last Theorem.
English Русский
The symbiosis ambiguity of binomial theorem and some types of countable sets. (Elementary aspect) 2015 (English, Russian)
We show ("transparently") that by using a new binomial expansion identically equal to the classical, received ambiguous numerical sequences (countable sets) of arbitrary length, smaller infinity, in which the coefficients of each degree "x" can be either identical zero and not equal to zero simultaneously.
English Русский
The algorithm for recurrent finding countless coprime integer solutions of Diophantine equations (English, Russian)
In this paper, we obtain an algorithm (identity) of recurrent finding countless coprime integer solutions to Diophantine equations.
Russian
ABC-гипотеза и ВТФ
russian
The unique invariant identity and unique consequences. (Elementary aspect) 2016 (English, Russian)
Received and given the unique invariant identity on a set of arbitrary numerical systems (in which arithmetic operations are the same as in the system of natural numbers: in particular), allowing to obtain for each item the set of all positive integers, including zero, all the an infinite number (uncountable) representations in any combination of diverse elements of different number systems
Super concise proof of Fermat's Last Theorem and the given another version of the Beal Conjecture solution.
English Русский
The solution of the integrality for all diagonals of a rectangular parallelepiped (Euler), and a new feature of the complex threedimensional space.
(Elementary aspect) 2015 (English, Russian)
In this article, we'll present and solve problem of Euler: there are countless cuboids whose diagonal all the faces and the main diagonal are integer. Discovered a new feature of three-dimensional complex space (with respect to the metric), we obtain a concise version of the proof of the Fermat's Last Theorem.
English Русский
The symbiosis ambiguity of binomial theorem and some types of countable sets. (Elementary aspect) 2015 (English, Russian)
We show ("transparently") that by using a new binomial expansion identically equal to the classical, received ambiguous numerical sequences (countable sets) of arbitrary length, smaller infinity, in which the coefficients of each degree "x" can be either identical zero and not equal to zero simultaneously.
English Русский
The algorithm for recurrent finding countless coprime integer solutions of Diophantine equations (English, Russian)
In this paper, we obtain an algorithm (identity) of recurrent finding countless coprime integer solutions to Diophantine equations.