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Proof of the Binary Goldbach Conjecture

In this article the proof of the binary Goldbach conjecture is established ( Any integer greater than one is the mean arithmetic of two positive primes ) . To this end the weak Chen conjecture is proved ( Any even integer greater than One is the difference of two positive primes ) and a " located " algorithm is developed for the construction of two ...
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Goldbach Conjecture Proof

Greener Journal of Science, Engineering and Technological Research, 2014
Salwa Mrayyan, Mosa Jawarneh, Tamara Qublan   +2 more
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Az Eszterházy Károly Főiskola tudományos közleményei (Új sorozat 31. köt.). Tanulmányok a matematikai tudományok köréből = Acta Academiae Paedagogicae Agriensis. Sectio Mathematicae [PDF]

Hoffmann, Miklós, Liptai, Kálmán, Mátyás, Ferenc   +2 more
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Probabilistic puzzle: toward a solution of Goldbach’s conjecture?

Journal of Mathematical Economics and Finance, 2023
This paper aims to provide a set of considerations that allow us to see a possible solution to the problematic issue of Goldbach’s “strong” conjecture, which amounts to asserting that any even natural number greater than 2 can be written as the sum ...
R. D’Amico
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Proof of the Goldbach's Conjecture

, 2021
Goldbach’s Conjecture states that every even number greater than 3, can be written as a summation of two prime numbers. This conjecture is roughly 300 years old and a very famous unsolved mathematics problem. To prove the Goldbach’s Conjecture, I use the
K. Wijesuriya
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Exploring Goldbach’s conjecture, the Pebonacci sequence and its five-dimensional vortex structure based on the logarithm of the circle

, 2020
A method based on circle logarithm to prove Goldbach’s conjecture and Pebonacci sequence is proposed. Its essence is to deal with the real infinite series, each of the finite three elements (prime numbers, number series) has asymmetry problems ...
Yiping Wang
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AN ATTEMPT TO PROVE CHRISTIAN GOLDBACH’S CONJECTURE

Journal of Interdisciplinary Debates
The purpose of this work is to present an attempt to demonstrate Christian Goldbach’s conjecture (1690, 1764) commented on on pages 8 to 12. Therefore, the aforementioned theme contributes positively to the teaching-learning process and has an essential ...
Antonio Robson Barros
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Solving Goldbach's Conjecture using Gaussian Arithmetic and A Probabilistic Model

Global Journal of Human-Social Science Research
This paper proves that Goldbach's conjecture is true. The proof uses Gaussian modular arithmetic to calculate the number of pairs of odd numbers, KT , whose sum is a given even number, n, as well as, the number, KE, of those that can potentially contain ...
Emilio A. Diarte-Carot
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Proof of a New Circle Method of Goldbach’s Conjecture

Lecture Notes in Education, Arts, Management and Social Science
In this paper, a novel circle method is introduced which, compared to previous approaches, eliminates the need to explicitly estimate the prime-variable triangle sum on the residual interval [1].
Sheng Yao
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A Proof of Goldbach’s Conjecture

Journal of Mathematical & Computer Applications
Goldbach’s Conjecture, which was announced in 1742, asserts that each even positive integer greater than or equal to 4 is the sum of two prime integers. Thus, e.g., 12 = 5 + 7. Prior to this paper, the Conjecture was still unproved.
Peter Schorer
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