Introduction to Number Theory

 

Quote of the course:

"The obvious mathematical breakthrough would be development
of an easy way to factor large prime numbers."

    Bill Gates, The Road Ahead,
     Viking, Penguin (1995)


Announcements:  these will be published in moodle: https://lemida.biu.ac.il and classes held in ZOOM.

Onenote white board of Zoom lecture (requiers @live.biu.ac.il account).


 Syllabus  (English Syllabus)

Recommended books:  J. LeVeque,  Fundamentals of Number Theory

and zillions of other books in Elementary Number Theory including a nice book from the Open University (M. Burton, Elementary Number theory,  also in Hebrew: library number 11-01).

 

Notes from my 2020 course (requiers @live.biu.ac.il account).

 

Online notes:

Notes by W. Stein (approach based on computations with PARI, very extensive and computationally oriented) 

Notes by U. Vishne

Notes by Bruce Ikenaga

Notes by M. Stoll

 

From  History of Number Theory: 

Fermat , Euler , LegendreLagrange , Gauss , Jacobi , Chebyshev , Riemann .

 

Home assignments : 

Schedule:

88-576/89-256 (Spring semester 2021):  Tue, 12-15.
 


 

MATERIALS FROM PAST YEARS:

Solution of the 2014a exam.

Solution of the 2013a exam.

Solution of the 2012a exam.


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