## Bidimensional sieve of Eratosthenes

This page allows viewing a “bidimensional” version of the sieve of Eratosthenes applied to a given number. Differently from its…

This page allows viewing a “bidimensional” version of the sieve of Eratosthenes applied to a given number. Differently from its…

This page allows viewing all Goldbach pairs in which an even number can be decomposed. The search can be done…

Background Europe, 18th century. While the Western powers were all a flourishing of industries, cultural exchanges and scientific discoveries, the…

Prerequisites: Dashed line theory definitions and symbols Computation of a dash value in a linear third order dashed line First…

Prerequisites: Our proof strategies Factorization dashed lines Properties of the spaces of the factorization dashed lines can be used to…

Prerequisites: Dashed line theory definitions and symbols Our proof strategies Proof strategy based on dashes Characterization of spaces The purpose…

Prerequisite: Characterization of spaces General aspects One of the still open problems of dashed line theory is, given a linear…

Prerequisite: Our proof strategies The proof strategy shown here is aimed at proving the Hypothesis H.1 (Hypothesis of existence of…

Prerequisites: Goldbach’s conjecture From prime numbers to dashed lines Periodicity and symmetry in linear dashed lines As already stated, our…

Prerequisite: Our proof strategies The proof strategy which will be exposed here starts from one of the premises of Hypothesis…

Currently, there are several attempts to prove the Goldbach's conjecture, which are complete, in the sense that they come to…

The proof of the Goldbach's Conjecture is one of the biggest still unsolved problems regarding prime numbers. Originally expressed in…

The statement phrased by Christian Goldbach is a "conjecture", so, as a matter of principle, it is a hypothesis. This…

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