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"Universal" differential identities

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#abstract-algebra #differential-operators #universal-property #congruence-relations
66
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The equivalence $\mathcal{L}^*$.

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#abstract-algebra #semigroups #congruence-relations
134
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Periodicity of given modular equation

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#modular-arithmetic #congruences #periodic-functions #congruence-relations #almost-periodic-functions
158
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Calculate a table of index vectors for the case $m =40$

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#elementary-number-theory #congruence-relations
107
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Group Congruence on a Free monogenic semigroup

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#abstract-algebra #semigroups #congruence-relations
133
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'Converting' from an equation to a congruence when the dividend and modulus share common factors

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#elementary-number-theory #discrete-mathematics #modular-arithmetic #congruences #congruence-relations
80
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Relationship when some number divided by two different (relatively prime) divisors results in the same remainder

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#elementary-number-theory #discrete-mathematics #modular-arithmetic #congruences #congruence-relations
126
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What is the correct version of this statement about congruences in universal algebra?

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#abstract-algebra #logic #category-theory #universal-algebra #congruence-relations
272
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Congruence if and only if Left and Right Congruence

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#abstract-algebra #relations #binary-operations #congruence-relations
64
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how to formally define a complementary set

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#elementary-set-theory #congruence-relations
526
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Solving a congruence relation of the first degree (step-by-step solution?)

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#abstract-algebra #modular-arithmetic #congruences #congruence-relations
239
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A problem regarding Chinese Remainder Theorem

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#number-theory #elementary-number-theory #congruences #congruence-relations
138
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Is it true that an $n^2 \equiv 0 \pmod 5 \Rightarrow 5 \vert n$?

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#number-theory #modular-arithmetic #congruence-relations
1.1k
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Prove if $ x^{11}\equiv 21$ (mod $59$) then $x^{9}\equiv 35$ (mod $59$)

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#proof-writing #congruences #congruence-relations
86
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Values of $n$ such that $2^{n}-1$ is divisible by 7

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#number-theory #congruence-relations

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