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Finding the values $A$ can take.

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#modular-arithmetic #divisibility
90
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GCD with large powers and Modulus

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#discrete-mathematics #modular-arithmetic #gcd-and-lcm #programming
91
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How to calculate modulus of remainder when a large number is divided by other.

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#modular-arithmetic #exponentiation
134
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Solving a non-linear congruence for $f\in \mathbb{F}_5[x]$

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#elementary-number-theory #modular-arithmetic #quadratic-residues
351
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Find all $n \in \mathbb{N}$ such that ${{2n}\choose{n}} \equiv (-1)^n\pmod{2n+1}$

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#combinatorics #discrete-mathematics #modular-arithmetic
68
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Existing $a$ and $b$ that given sequence doesn't contain prime number

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#sequences-and-series #number-theory #modular-arithmetic #recurrence-relations
258
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Solving systems of modular linear equations

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#linear-algebra #abstract-algebra #modular-arithmetic
181
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Isomorphisms of $GF(2)$

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#complex-numbers #modular-arithmetic #finite-fields #group-isomorphism
89
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Proof Involving Modular Arithmetic and Fermat's Theorem

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#modular-arithmetic #proof-explanation
835
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How to write a polynomial in mod p

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#elementary-number-theory #polynomials #modular-arithmetic
371
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polynomial representation of binary in computer memory and its efficiency

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#polynomials #algorithms #modular-arithmetic #elliptic-curves #data-structure
21
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modular divsion causing difference in answer by using modulo arithmetic formula

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#modular-arithmetic
744
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Smallest cube ending in $2017$

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#modular-arithmetic
221
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Which of the following intervals contains integers satisfying the following three congruences:

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#modular-arithmetic #chinese-remainder-theorem
2.9k
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What is the last digit of $38^{2011}$?

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#modular-arithmetic #totient-function

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