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References for modular linear algebra

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#linear-algebra #modular-arithmetic
116
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CRT on prime vector

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#number-theory #prime-numbers #modular-arithmetic
60
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First few smallest Carmichael numbers congruent to $11 \pmod {12}$

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#elementary-number-theory #prime-numbers #modular-arithmetic #carmichael-numbers
405
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Input and Output of function using Congruence Classes modulo n. Show neither surjective nor injective.

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#modular-arithmetic #proof-explanation
110
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Find $ \prod_{i=1}^{1903} (2^i + 5) \mod 1000 $

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#number-theory #discrete-mathematics #modular-arithmetic
69
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Inverting y = b^x mod p given knowledge of y, b, x and prime p?

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#elementary-number-theory #modular-arithmetic
60
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Confusion about why the reduction of non-linear congruence seems to require only a single choice of prime power $p_i^{k_i}$

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#modular-arithmetic #nonlinear-system #polynomial-congruences
468
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Show that $n^4-6n^3+11n^2-6n$ is divisible by $4$ for every integer $n$.

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#number-theory #proof-verification #modular-arithmetic #divisibility
1.8k
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How to compute the average in modular arithmetic?

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#modular-arithmetic #average
72
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Suppose $n$ is a positive integer. Decide the remainder of $x^{2n}-x^{n}$ when divided by $2$

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#number-theory #modular-arithmetic
757
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Subgroup of multiplicative group of integers mod n.

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#modular-arithmetic #abelian-groups #cyclic-groups
167
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How to visualize this modular arithmetic problem?

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#modular-arithmetic #visualization
186
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Calculating Decimal points of modulo operations

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#modular-arithmetic #arithmetic #cryptography
425
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Working out modular arithmetic of a modulus that is coprime

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#number-theory #modular-arithmetic
99
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Proof of this Theorem of Identity and inverse elements in Zm

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#discrete-mathematics #modular-arithmetic #inverse #automata

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