Subject Details
Dept     : IT
Sem      : 5
Regul    : 2017
Faculty : Mrs.Bala Christopher
phone  : NIL
E-mail  : balachristopher2@gmail.com
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Lecture Notes

UNIT 1:
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Rings: Definition - Sub rings
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Integer modulo n
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Integral domain - Field
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Rings: Definition - Sub rings
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Cyclic groups
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Isomorphism
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Homomorphism
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Introduction to Groups , Definition , Properties
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Ring homomorphism
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Tutorial 1:
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Tutorial 2
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Tutorial 3:
UNIT 2:
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Problems based on factorization of polynomials
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Problems based on factorization of polynomials
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Factorization of polynomials over finite fields.
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Problems based on irreducible polynomials
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Problems based on irreducible polynomials
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Irreducible polynomials over finite fields
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Problems based on Rings and Polynomial Rings
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Polynomial rings
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Introduction to Rings
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Polynomial rings
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Tutorial 1
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Tutorial 2
UNIT 3:
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Problems on Base - b and number patterns
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Problems on Base - b and number patterns
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Base - b representations
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Number patterns
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Division algorithm
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Problems on Prime and composite numbers.
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Euclidean algorithm
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Fundamental theorem of arithmetic – LCM.
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Problems based on Fundamental theorem
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Tutorial 3:
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Tutorial 1:
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Tutorial 2:
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Tutorial 3:
UNIT 4:
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Chinese remainder theorem
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Modular exponentiation
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Problems on divisibility application test
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Divisibility Applications tests
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Divisibility Applications tests
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Linear Congruence‘s
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Linear Diophantine equations
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Congruence‘s
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2 x 2 linear systems
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Tutorial 1:
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Tutorial 2:
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Tutorial 2:
UNIT 5:
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Tutorial 1:
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Tutorial 2
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Fermat‘s little theorem
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Problems on Fermat’s Theorem
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Euler‘s theorem
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Problems On Eulers Theorem
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Euler‘s Phi functions
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Problems on Eulers Phi Function
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Tau and Sigma functions
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Tutorial 3:
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Wilson‘s theorem
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Problems on Wilson Theorem