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Honored to be named Americas Partner of the Year by Equinix!
Building an application from the ground up has its challenges. Here's how we overcame them.
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- Mathematics discovery applied in Security and data encryption Dears,... Recently when learning programming language, I accidentally found out an interesting relationship between prime number and Fibonacci number. There are 3 rules at all for them. That is, a positive integer number can be analyzed as either - the sum of a prime number and a Fibonacci number For example 16 = 11 (prime) + 5 (Fibonnaci) 61 = 59 (prime) + 2 (Fibonacci) - or a prime number minus a Fibonacci number For example 59 = 61 (prime) – 2 (Fibonacci) 83 = 227 (prime) – 144 (Fibonacci) - or a Fibonacci number minus a prime number For example 1651=196418 (Fibonacci) – 194767 (Prime) 1759=10946 (Fibonacci) – 9187 (Prime) By using programming in C and Java, I have tried to prove my finding up to 10,000,000 (10 million). Among them, there are 96,634 records ~ 0.97% failed due to the limitation of great number processing of my programming language (C and Java) I put all of my 10,000,000 output records in a Microsoft access file Data.accdb, share it with full access in google drive with link https://drive.google.com/drive/u/0/folders/0BzAetX6K_uyALUc2ZnkzV2xaTkE There we can see table data1. The 4th column in the data file expresses the format of the whole number (Fibonacci-Prime, Prime+Fibonacci, Prime-Fibonacci, or fail) I post my finding here so that researcher can verify if it can be applied into development of encryption, security, or any technical aspect. All feedbacks are welcomed. Regards, Thinh Nghiem
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- AWS summit 2016 Singapore event