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Chidambara .ML. retweeted
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Divisors of n are distinct mod m #NumberTheory #Divisors #ModularArithmetic
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China Northern Mathematical Olympiad 2014 , Problem 7 #ModularArithmetic #NumberTheoryProposed #NumberTheory
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2n 1 has no prime divisor of the form 8k - 1 #ModularArithmetic #Quadratics #NumberTheoryUnsolved #NumberTheory
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fourth power becomes perfect square #Quadratics #ModularArithmetic
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set of exponents and arithmetical progressions #ModularArithmetic #Ratio #NumberTheoryUnsolved #NumberTheory
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Find the last two digits of: 7²⁰²⁵ Hint: Think about modular arithmetic. #MathOlympiad #NumberTheory #ModularArithmetic #MathPuzzle #MathChallenge #MathProblem #STEM #MathTwitter #BrainTeaser
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Show that the task is impossible if r is divisible by 2 or 3 #Rectangle #Combinatorics #GraphTheory #IMO #IMO1996 #ModularArithmetic #IMOShortlist
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