The theorems of Fermat,Euler and Wilson, primitive roots and indices
Course Material
- Divisibility and it's properties
- Euclid's Theorem and it's problems
- Greatest common Divisor and elementary properties
- Diophantin Equation s and it's problems
- Prime Numbers and its theorems
- Congruence and it's examples
- Linear Congruences and theorems
- Residue classes
- Least common multiple and it's properties , composite numbers
- Mid Term exams
- Congruence of higher degree and prime moduli and Euler's function
- The theorems of Fermat,Euler and Wilson, primitive roots and indices
- Integers belonging to a given exponent, composite moduli indices
- Quadratic Residues, Composite moduli,Mobius function
- Legendre symbol, law of quadratic reciprocity ,the function [x]
- The Jacobi symbol, Number Theoratic functions
- Equations and Fermat's conjecture for n=2 ,n=4
- Final Term exams
- Chapters 18
- Department Mathematics(SCB)
- Teacher
Nadia Aslam
