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What are the practical applications for using square roots modulo a prime number?

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#prime-numbers #modular-arithmetic #cryptography
318
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Calculating large powers in modular arithmetic: $11013^{10369} \pmod{20413}.$

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#modular-arithmetic #exponentiation #cryptography
54
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RSA Cryptography: Given $n$ and $\varphi(n)$, find $e$ such that $e=d$

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#modular-arithmetic #cryptography #totient-function
142
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Prove that $\{x \mid(1+n)^{x}\equiv1+nx \pmod{n^2}\}=\{x \mid x^n\equiv 1\pmod{n^2}\}$

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#group-theory #elementary-number-theory #modular-arithmetic #congruences #cryptography
72
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Equation using modular inverse

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#modular-arithmetic #cryptography
75
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different notations in RSA algorithm

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#number-theory #prime-numbers #cryptography
36
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Predicting next bit in a nonrandom serie

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#probability #cryptography #coding-theory
214
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Fast GCD algorithm

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#number-theory #algorithms #cryptography
432
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How is modular arithmetic used in cryptography and matrices?

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#matrices #modular-arithmetic #inverse #cryptography
141
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Cyclic groups and cryptography

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#group-theory #cryptography
337
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How the find the mod n if ab = 1 mod n? Need Help with RSA cryptography questions.

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#discrete-mathematics #modular-arithmetic #cryptography
1.1k
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How to factorise large number without calculator?

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#discrete-mathematics #cryptography #prime-factorization
70
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How would you define a cryptography pairing on FourQ?

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#commutative-algebra #elliptic-curves #cryptography #bilinear-form
5.3k
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Under what conditions do all the points on an elliptic curve form a cyclic group? (And group cardinality attacks)

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#elliptic-curves #cryptography #cyclic-groups
84
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How to show uniqueness of ANF using Lagrange interpolation method?

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#boolean-algebra #cryptography #lagrange-interpolation

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