Gauss

Before explaining the obtained results in details we start a summary on the intellectual merits and broader impact of the project. The PI initiates a new approach (in items 2,5, 6), using the precise large time asymptotic behavior of solutions of a parabolic equation to study the geometric property of K manifolds, and to solve the Poincar Lelong equation. The method is effective in proving sharp and optimal result. The method reminisces the celebrated ergodic theorem of Birkhoff which connects

Niels Abel's life was dominated by poverty and we begin by putting this in context by looking briefly at the political problems which led to economic problems in Norway. At the end of the 18th century Norway was part of Denmark and the Danish tried to remain neutral through the Napoleonic wars. However a neutrality treaty in 1794 was considered a aggressive act by Britain and, in 1801, the British fleet destroyed most of the Danish fleet in a battle in the harbour at Copenhagen. Despite this Denmark-Norway

Abstract Since the advent of magnetic resonance imaging applications in the health field forty years ago the technology has become a staple in hospitals all around the world. Magnetic resonance imaging commonly known to one of the safest forms of attaining pictures of the human anatomy. Although magnetic resonance technology is popular amongst health care providers for decades, until recently, scientists could not get the optimum image of some critical parts of the human anatomy. The magnetic resonance

this reading, beginning in chapter seven, is the number theory. I had never before considered that something as (seemingly) simple as whole numbers needed something like a proof in order to be valid. Luckily, mathematicians like Fermat, Euler, and Gauss all provided critical boosts needed to begin diving deeper into the other branches of mathematics. Next, primes are discussed. Just like the number theory,

I am writing to you to talk about the complicated semester I have had in Math. Our first day of math we talked about the Handshake Problem. We needed to figure out how many handshakes there would be in our class of sixteen students but we could not shake the same hands twice. Our class got in a circle began to model out the problem by shaking each other’s hand but then we had to figure out a formula. A common method that I have used throughout the whole semester is making a table. I made a table

The effect of magnetic field therapy on functionality and pain in complex regional pain syndrome Purpose: According to recent studies, Type-1 Complex Regional Pain Syndrome (CRPS) is a disease occurring a trauma, causing clinical manifestations and resulting in physical disabilities. This study was planned to investigate the effects of Magnetic Field Therapy (MFT) on the functionality and pain in Type-1 CRPS. Methods: Sixty-four patients with Type-1 CRPS cases were included to the study. Magnetic

Abstract We use diagnostic method to find residual and influence in nonlinear regression for repeated measurement data. The purpose of that to detect disparity between the data, and the fitted values as well as disparity among a few data sets. Most of these Techniques based on graphical representation of residuals, hat matrix and case deletion measures. After fitting a regression model, it is important to regulate whether

In this question we have two values. 1000n^3 = A and 2^n = B If we clearly view the problems we can see that the problem A is faster, then B. The reason is A have a clear end and it takes few steps to reach it, but problem B have almost unlimited values and it takes a huge time to reach there. This is the reason A is much faster then B. Let’s figure it out mathematically. so what value of n is 1000n^3 less than, equal to, and greater than 2^n? To solve

“All you need in this life is ignorance and confidence; then success is sure.”- Mark Twain. The career of a computer engineer is fast paced and full of creativity, this will allow you to meet and work with different people with different ideas but the same drive as you do in your career. You also have the chance to create new technology with your own two hands, and be one of the leaders of new technological discoveries. Your creations could possibly develop into companies like Apple or Google or

Archimedes Archimedes was a son of a mathematician and astronomer whose name was Phidias. Archimedes was born in 287 BC in the city Syracuse on the island of Sicily. Along with Newton and Gauss, Archimedes was known as one of the three greatest mathematicians of all time. He was referred to as the “wise one” or “the master.” However, the most popular was the “great geometer”. His interest in solving problems was enough for him to sometimes forget when to eat. He was a student at Euclid’s school in