No matter how you are alone, no matter where you live in a marginal land, if you read one line per line firmly, you will surely have a moment to understand.
(Z/)×, Z[i], φ, a ≡ b , b | a, d | k, Ny = a2 + b2,
Chinese Remainder Theorem, congruent with respect to the modulus m,
Euler’s [— criterion], [— function],
Fermat’s Little Theorem, First complementary law [— of the law of Quadratic Reciprocity],
Gauss’s integer ring, Legendre’s symbol,
modulus m [congruent with respect to the —], [reduced residue class group relating to the —], [system of reduced residues for the —], [system of residues for the —],
Norm [— of y], quadratic [— non-residue of m], [— residue of m],
rational integer, [ring of —s], reduced residue class group [— relating to the modulus m],
system of [— reduced residues for the modulus m], [— residues for the modulus m].
No matter how you are alone, no matter where you live in a marginal land, if you read one line per line firmly, you will surely have a moment to understand.
(Z/)×, Z[i], φ, a ≡ b , b | a, d | k, Ny = a2 + b2,
Chinese Remainder Theorem, congruent with respect to the modulus m,
Euler’s [— criterion], [— function],
Fermat’s Little Theorem, First complementary law [— of the law of Quadratic Reciprocity],
Gauss’s integer ring, Legendre’s symbol,
modulus m [congruent with respect to the —], [reduced residue class group relating to the —], [system of reduced residues for the —], [system of residues for the —],
Norm [— of y], quadratic [— non-residue of m], [— residue of m],
rational integer, [ring of —s], reduced residue class group [— relating to the modulus m],
system of [— reduced residues for the modulus m], [— residues for the modulus m].