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(3n+1) Conjectures Accuracy is Evident |
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PP: 43-51 |
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doi:10.18576/sjm/090204
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Author(s) |
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Fereshteh fazeli,
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Abstract |
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| (3n+1) conjecture was proposed by Lothar collatz in 1937. Although researchers believe that this conjecture is true but no one has ever been able to prove it yet. Many efforts have been made by various scientists all over the world and their actions have led to good results but despite these efforts may be the math world is not ready to prove it yet.
In this paper, I utilize number theory and features in numbers to prove this conjecture. Using powers of number (2) and classification numbers according to their features and finding the location of numbers cause this dangerous conjecture proof. All achievements show that each number we select, finally reaches number (1) and this conjecture is true for all numbers. |
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