(ebook-pdf) The "Vertical" Generalization of Goldbach’s Conjecture – An Infinite Class of Conjectures Stronger than Goldbach’s

This work proposes the generalization of the binary (strong) Goldbach’s Conjecture, briefly called “the Vertical Binary Goldbach’s Conjecture”, which is essentially a meta-conjecture because it states an infinite number of conjectures stronger than Goldbach’s, which all apply on “iterative” primes with recursive prime indexes, with many potential theoretical and practical applications in mathematics and physics) and a very special self-similar property of the primes subset of positive integers.

A short self-presentation. I love natural sciences since childhood. I was intrigued and fascinated by the existence and role of life in the universe. I led my individual study guided by the fundamental questions of mankind and deepened the study of medicine (and biology in general), physics, mathematics, programming, musical composition, theology (mainly orthodox), philosophy and literature. I still continue this work as an MD pediatrician specialist.

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