Free Integer factorization Essays and Papers

RSA encryption All over the world there are millions of people use credit card and on-line shopping. Every individual gets different numbers for credit card and for transcription of on-line-shopping. Where did all this number come from? Are the numbers in order? No, those numbers are made by RSA algorithm. RSA encryption is the foundation of public key cryptography security products. For example, credit card companies use the RSA algorithm for customers’ individual online WebPages. The credit

Quantum Computing based Technique for Cancer Disease Detection System Introduction Present era is the modern era dedicated to Science and Technology, as science improves itself with time, human race losses his tolerance for various diseases and changing life style and environment make the condition worst than ever. As the history depict we never loses hope and same thing happens in present scenario. Cancer is one of the most devastating disease faces by human kind and with time we are getting

David Deutsch wrote a crucial theoretical paper in which he described a universal quantum computer which uncovered the unusual power of quantum computation. In 1994 Peter Shore devised the first quantum algorithm that could perform efficient factorization which underpins the security of all encrypted information (QUBIT). The discovery of quantum mechanics was revolutionary because it is counter-intuitive to classical physics. For example, if person A is standing on a train going twenty miles per

LOOSELY JOINT NMF (LJNMF) Our joint space learning method is formulated under the NMF framework. This section will introduce our adaptation of NMF for extraction of shared latent spaces. We name this approach as the loosely joint non-negative matrix factorization or LJNMF. The purpose of using NMF framework for image annotation is to explain the underlying latent factors exist in an image collection which made different objects in images by representing the occurrence of these factors for each image. In

Current Differentiation Strengths Differentiation is a critical component to the classroom because it ensures that the majority of student needs are being met. By differentiating instruction, teachers are recognizing the diversity of the students that they teach. After completing the survey, I was able to pinpoint specific areas of my instruction that support differentiation. One of the best instructional strategies that I use in all of my classes is, “I often offer students choices in how

In order to familiarize franchising, its history must be known. (The History of Franchising, 2007) the word franchise came from the old French meaning privilege. In the middle ages, franchise is a privilege wherein the local sovereign words will grant to hold markets to hunt on hid land. It is shown in the phrase that franchise started as early as the middle ages. The king was like the franchisor which allows his business commercial activities to be used by the other businessmen or franchisees. It

“Right and wrong as moral principles do not change. They are applicable and reliable determinants whether the situations with which we deal are simple or complicated. There is always a right and wrong to every question which requires our solution. Unlike the political opportunist, the true statesman values principle above popularity, and works to create popularity for those political principles, which are wise and just”. This quote by Ezra Taft Benson, Former Secretary of Agriculture, sums up a

Matchstick Staircase Investigation Introduction This investigation is based on the 'number sequence' and I am going to make further more matchstick staircases for this investigation. Investigation to find out the number of matchsticks on the perimeter in a matchstick staircase using the GENERAL RULE. I have drawn 6 matchstick staircases on the graph paper and I am going to put the number of matchsticks on the base, number of matchsticks on the perimeter, total number of matchsticks

has three integer edges. Pythagoras' theorem tells us that the squares of the sides of a right triangle sum to give to the square of the hypotenuse: 32 + 42 = 52 I am often asked whether this relationship is unique, or if there are other right triangles with three integer edges as well. When we randomly select two integers and add their squares, we usually acquire a non-integer square as a result; thus 32 + 52 = 34, or 42 + 72 = 65, and so on. Neither 34 nor 65 are integer squares. This

Humans and other vertebrates have been in a dynamic relationship thousands of years. Animals have been used in many aspects of human lives various ways, directly for instance as, farm animals, companion animals, animals in entertainment industries. Animals have also been associated with humans indirectly such as in medical research. In Canada, human and non-human animals interactions do fall under these categories, Farm animals comprise of largest group, there are between 100 million to 1 billion