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Week 2

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Exercise /
SimpleMatrixEncryption
Problem /
AdjoiningTheSquareRootOfAPositiveIntegerToZn
AutomorphismsOnSeveralGraphsWith4Vertices
CharacteristicsAndRingsWithUnity
ComputingPowersModnConjecture
CreatingCayleyGraphsOfSimpleShiftPermutations
DisjointCycleNotationPracticeWithAutomorphismsOfASquare
DivisionAlgorithmProof
DoWeNeedTheAssociativeLaw
GaussianIntegersUnderModularArithmetic
IdealsGiveUsFactorRings
PropertiesNeededForAFactorGroupToBeAFactorRing
RemaindersEqualIffDifferenceIsAMultiple
SimpleMatrixEncryption
SimpleShiftRepetitionGame
SomeSubringsOfTheComplexNumbers
TheCompositionOfPermutationsIsAPermutation
TheGameOfPermutationScoringOnASquare
TheSpanOfASetOfPermutationsIsClosed
TheSpanOfASimpleShift
WhatPropertiesDoSubringsInherit
WhenDoTwoSimpleShiftsSpanTheSameSet
Solution /
ComputingPowersModnConjectureLevi
DisjointCycleNotationPracticeWithAutomorphismsOfASquareMikai
DivisionAlgorithmProofJoey
DivisionAlgorithmProofShaughn
RemaindersEqualIffDifferenceIsAMultipleChristian
SimpleShiftRepetitionGameJosh
TheCompositionOfPermutationsIsAPermutationTyler
TheSpanOfASetOfPermutationsIsClosedJason
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