MA40009: Number Theory

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MA40009
Course name Number Theory
Offered by Mathematics
Credits 4
L-T-P 3-1-0
Previous Year Grade Distribution
2
2
2
3
2
1


EX A B C D P F
Semester Autumn


Syllabus

Syllabus mentioned in ERP

Prerequisite: Modern Algebra, Real AnalysisPeanos axioms, divisibility, properties of integers and prime numbers, fundamental theorem of arithmetic. Congruences, solutions of congruences, congruences of degree one, congruences of higher degree. Quadratic residues, quadratic reciprocity, Jacobi symbol, greatest integer function, arithmetic functions, the mobius inversion formula, multiplication of arithmetic functions, recurrence functions, some Diophantine equations, simple continued fractions, distribution of primes, algebraic numbers, algebraic number fields, partition function.


Concepts taught in class

Student Opinion

How to Crack the Paper

Classroom resources

Additional Resources

Time Table

Day 8:00-8:55 am 9:00-9:55 am 10:00-10:55 am 11:00-11:55 am 12:00-12:55 pm 2:00-2:55 pm 3:00-3:55 pm 4:00-4:55 pm 5:00-5:55 pm
Monday NC333 NC333
Tuesday NC333 NC333
Wednesday
Thursday
Friday