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Is this proof for $(\mathbb{Z},+) \ncong (\mathbb{Q},+)$ valid?

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#abstract-algebra #group-theory #cryptography #group-isomorphism
555
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How to recover the original text/find decryption function?

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#discrete-mathematics #modular-arithmetic #cryptography
855
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Where does 2525 and 252525 come from in RSA cryptosystem example?

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#discrete-mathematics #prime-numbers #modular-arithmetic #computer-science #cryptography
205
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How many multiplications are needed when one applies the algorithm to computing $132^{1023} \mod 2047$?

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#number-theory #cryptography
927
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In cryptography, why do we reduce elliptic curves over finite fields?

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#finite-fields #elliptic-curves #cryptography #infinite-groups
211
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Stream ciphers - Block ciphers

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#cryptography
1.6k
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Who to solve this linear modular equation system?

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#linear-algebra #modular-arithmetic #modules #systems-of-equations #cryptography
918
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Help with linear recurrence.

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#cryptography
161
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how to solve $x^2 \equiv a \pmod{ n}$, where $n = p_1 p_2 \dots p_r$

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#group-theory #prime-numbers #modular-arithmetic #cryptography
939
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In (m mod n = x) how to find m when you know n and x?

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#modular-arithmetic #cryptography
111
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Number theory used in cryptography

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#notation #terminology #cryptography
115
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What exactly does it mean that the key $e \in \mathcal K$ uniquely determines $E_e$?

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#terminology #cryptography
126
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What minimum subset of fields of mathematics is needed to understand homomorphic encryption?

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#self-learning #cryptography
45
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Square Roots in Number Theory

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#number-theory #cryptography
66
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Tidy way to represent XOR over the ring of $2^{32} - 1$

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#ring-theory #cryptography

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