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LFSR period and order

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#sequences-and-series #cryptography
262
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How do we know that LCM works the same as Phi for the RSA cryptosystem?

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#cryptography
43
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Probabilistic primality test that might return a prime as a composite but never a composite as prime

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#prime-numbers #algorithms #cryptography #primality-test
84
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Square root "base"

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#number-theory #cryptography #integer-lattices
69
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Sharing a secret with the Chinese Remainder Theorem

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#number-theory #cryptography #chinese-remainder-theorem
92
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Shortcut to compute $2^{(p+1)/4}\bmod p$, where $p$ is prime and $p\equiv3\pmod4$?

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#modular-arithmetic #cryptography
37
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Factoring $pq$ if $x \equiv y \mod p$ and $x \not\equiv y \mod pq$

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#prime-numbers #factoring #cryptography
49
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If a different message can produce the same ciphertext, is the system perfectly secure?

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#abstract-algebra #probability-theory #equivalence-relations #information-theory #cryptography
224
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multiplicative number base?

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#cryptography #philosophy #number-systems
89
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What is the notation $u \xleftarrow{\text{R}} \mathbb{Z}_n^{\ast}$ mean?

Published on
#notation #cryptography
142
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Division and group theory

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#abstract-algebra #group-theory #field-theory #cyclic-groups #cryptography
123
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Well-definedness of group law on elliptic curves?

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#algebraic-geometry #elliptic-curves #cryptography
85
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Jacobi Symbol walk through questions

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#abstract-algebra #cryptography #quadratic-residues #legendre-symbol
252
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Computing points on an elliptic curve

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#elliptic-curves #cryptography
119
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Prove that any element $g\in(\mathbb{Z}/n^2\mathbb{Z})^\times$ of order $n$ can be written as $g = 1 + kn$ with $\gcd(k,n) = 1$.

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#abstract-algebra #group-theory #elementary-number-theory #prime-numbers #cryptography

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