A new conjecture ...

A new conjecture ...

Gianluca R. Pisano Gianluca R. Pisano

Gianluca R. Pisano

Direttore presso Galleria d'Arte NovAtlantis FLAI

发布日期: 2023年11月20日
+ 关注

With n >1 and (a, m, n, b) ∈ ?, does there always exist n such that ...?

Summation of n elements of the series (a_1, a_2, a_3 ... a_n) not necessarily consecutive.

n = 2 - Pythagorean triple: (a_1)^2 + (a_2)^2 = b^2

n = 3 - Cubic Quatern: (a_1)^3 + (a_2)^3 + (a_3)^3 = b^3

n = ?


要查看或添加评论，请登录

Gianluca R. Pisano的更多文章

  • Numero pari come somma di due numeri primi - Congettura forte di Goldbach
    2024年4月27日

    Numero pari come somma di due numeri primi - Congettura forte di Goldbach

    (Even number as sum of two prime numbers - Goldbach's strong conjecture) Poiché l’insieme di tutti i numeri pari…

  • A new theorem on primes
    2024年2月15日

    A new theorem on primes

    Using the product of consecutive odd numbers, the theorem provides a necessary and sufficient condition for whether an…

  • (2n)! and (2n+1)!
    2024年2月9日

    (2n)! and (2n+1)!

    Factorial product

  • Sum and primes ...
    2024年2月4日

    Sum and primes ...

    Could this sum be equivalent to the product of consecutive prime numbers?Explain how this sum can be constructed…

  • CONSECUTIVE SEXY QUADRUPLETS
    2024年1月23日

    CONSECUTIVE SEXY QUADRUPLETS

    1/8 2/8 3/8 4/8 5/8 6/8 7/8 8/8 Consecutive sexy quadruplets External references: By Author FROM TIGHT TO POPE PRIMES…

  • Free will inside the box?
    2023年12月8日

    Free will inside the box?

    An ironic title (but perhaps not too much) with a veiled reference to a famous cat, to propose this conjecture in a…

  • Prisma pitagorico cubico
    2023年12月5日

    Prisma pitagorico cubico

    Video in English https://youtu.be/u7ZiigLqMSM 1/7 2/7 3/7 4/7 5/7 6/7 7/7

  • Quaterne cubiche
    2023年11月20日

    Quaterne cubiche

    Le quaterne pitagoriche sono insiemi di quattro numeri (a, b, c, d) ∈ ? la cui somma dei quadrati dei primi tre numeri…

  • Collatz conjecture - Ulam's problem
    2022年11月6日

    Collatz conjecture - Ulam's problem

    by Gianluca R. Pisano

  • A tribe of primes
    2022年9月28日

    A tribe of primes

    by Gianluca R. Pisano The list of numbers up to 3000000 - From twin to king primes The list of numbers up to 3000000 -…

社区洞察

其他会员也浏览了