Prime number

Abstract The Physics of Prime Numbers [1] Yeow Liiyung University of Leeds Introduces the prime numbers and the Riemann Hypothesis as an im- portant unsolved problem in mathematics, and suggests that there may be a physical interpretation or embodiment of the problem. Although several physical interpretations are on offer, this paper focuses primarily on how the primes may be connected to quantum physics and classical chaos, and seeks to compile evidence hitherto that this might be true. We take

Sophie Germain Primes and Methods of Proof If you take the prime number 379009 and look at it upside down you get the word Google!! But other prime numbers are far more interesting than this novelty. It's important to know, specifically, what exactly a prime number is. A prime number is an integer greater than one which has only two positive divisors; one and itself. If an integer is a whole number, then an example of a prime is the number two, which can only be divided by one or itself

In the play Proof, David Auburn, suggests that Catherine the main protagonist is into mathematics. Catherine’s father Robert was a mathematical genius as he was a professor at the University of Chicago. Catherine took care of him for five years while he was sick, which caused her to stop going to College. Robert died due to a mental illness. Catherine wrote a proof that not even Hal a Ph.D. graduate could have discovered. As she inherited her father’s mathematical genius, she is afraid that she might

Through the fog I saw something walking towards me. There were several of them. As they drew nearer, I realized they were numbers. Numbers with legs, arms, faces. I saw the numbers 1, 2, 3, 5, and 8. They were singing the same thing over and over. “One is the loneliest number. One is the loneliest number.” The howling dogs added drama and sadness to the numbers’ song. As the numbers paraded before

My research will state various facts about Euclid of Alexandria. Information to be focused on will be his date of birth, place of birth, living conditions as a child, his family life, his educational background, date of death and place of death. Also to be focused on will be the people he worked with, what he did, why he is recognized as the father of geometry, and his significant contributions to the field of mathematics. Lastly, to be focused on will be his relevance to mathematics in today’s day

بسم الله الرحمن الرحيم UNIVERSITY OF KHARTOUM Faculty Of Mathematical Sciences Department Of Computer Science MSC 2014 Proposal Of: Survey of Digital Signature Schemes Prepared By: Abdalla Adel Abdalla Rashad Tag Eldean Habob Mamoun Omer Bashier Supervisor : Dr. Hwaida Tagelser Elshosh Abstract: In this proposed paper a study for public-key digital signature schemes that based on different mathematical NP hard problems. That problems influence

Recurring Decimals Infinite yet rational, recurring decimals are a different breed of numbers. Mathematicians, in turn, have been fascinated by these special numbers for over two thousand years. The Hindu-Arabic base 10 system we use today was inspired by the Chinese method of decimals which was actually around 10000 years old. Decimals may have been around for a very long time, but what about recurring decimals? In fact the ancient Greeks were one of the first to deal with recurring decimals

these experiments, participants results varied between confirmatory and disconfirmatory. The Tukey HSD that was performed for the experiments showed some significance in certain areas. For instance, there was a statistical significance for the total number of guesses between rule one and rule three. More simply, in the first experiment the results showed participants used confirmatory method more for rule one than rule three. For the second experiment participants had more knowledge about the experiment

Internet, the usage of group communication becomes more popular. These applications include the pay TV channels, secure videoconferencing, multi-partner military action, wireless sensor, and ad hoc networks. In today’s era, information security is the prime concern as with the technological advancements, the attackers are provided with more powerful and sophisticated tools. Today, the Internet is not totally secure for privacy. The usage of multicast applications increases day by day so it needs secure

Programmatically Computing Mathematical Constants Many mathematical constants are useful for programming. For instance, if you need to use the transcendental number pi, you need to calculate it somehow. I set out to create a “library” of sorts to calculate as many mathematical constants as I could. Constant Explanation and Code Alladi-Grinstead constant The Alladi-Grinstead constant is defined as ec-1, where ck=21kln(kk-1). To do summation (), one has to use a for-loop with precision-limiting behavior