Some Results on Analysis and number theory

2021/02/23 by Maguiña, B. M. Cerna, Solís, Victor H. López, Garcia, Dik D. Lujerio
#FOS: Mathematics #General Mathematics (math.GM)

paper · doi:10.48550/arxiv.2102.12379

Abstract

In this paper we obtain bounds for integer solutions of quadratic polynomials in two variables that represent a natural number. Also we get some results on twin prime numbers. In addition, we use linear functionals to prove some results of the mathematical analysis and the Fermat's last theorem.

Related

• Some results on integer solutions of quadratic polynomials in two\n variables
• Twin Primes In Quadratic Arithmetic Progressions
• Prime Values of Quadratic Polynomials
• Integer roots of quadratic and cubic polynomials with integer coefficients
• Regularities of Twin, Triplet and Multiplet Prime Numbers