About Me
|
I am salah, I live in Jenin - westbank - Occupied Palestinian Authority Regions, I study Mathematics with minor in Computer Science, at Arab American University- Jenin(AAUJ), I am 20 years old, I like walking,reading,studying, making research,making new friends,programming languages, learning foreign languages, I like speaking German, If you want to practice joine me !!!!!!
best wishes!
|
Interests
|
ohhhh please I am not a good guy, but I like reading, walking for long distances discussing with people and oriented conversation, I mean a conversation that has a specific aim, especially when it is deep in a topic not on the surface,also I like learning new languages, especially German, But I sometimes waste my time :(
|
Favorite Movies
Action movies, wind talkers, maximum risk, hard target, lord of the rings,
|
Favorite Books
First : Mathematics books, such as : Number Theory, Applied Mathematics, Ordinary and Partial Differential Equations, Real Analysis, and Complex Analysis,......
Second : Books in German , because I like German language.
Third : Books of statistics, because it is a branch of mathematics.
Fourth : Books of Computer SCience, like Digital Design, and Programming Languages,
Fifth : books on Engineering, and computational mathematics
Sixth : Books of Biology and Medicine
|
hi5 Games
salah hasn't played any games recently.
Journal
Let we have the following form : ax+by=c, a,b,c are integers. Further I am interested in finding all the integral solution of this equation. This equation is called linear Diopantine equation in two variables. Today I will prove that this equations has a solution if and only if the greatest common divisor of a and b, divides c.Let d=gcd(a,b) and let x' and y' be a solution, then d|ax'+by' , which means that d|c. Now let d|c, then there is an integer t such that c=dt, but there is integers u and v such that d=au+bv, then c=(au+bv)t, which means that c=a(ut)+b(vt), thus ut,vt is a solution, and the proof is complete. Later I will formulate the general form of the solution.
|
Applications
PhotoBuzz
Make your friends smile! Animate their photos with Hugs, kisses, hearts and much more...
Super Friends
Add your top friends to your profile with Super Friends!
!Kiss
Do you like to !kiss ?
|
|
English
hi5 Coins
happy birth day