correction: it is incorrect when I said "it's like the quotient of a division. The quotient is the result of a division. The "mod" operator yields the Remainder. So, for the case "7/3", the quotient is "2", and the remainder is "1".
Mod stands for ``modulo.'' What the other poster said is correct: x mod p is the remainder obtained when x is divided by p. Indeed, one can do mod p arithmetic. For example: Let's try mod 2 addition: 0+1 = 1; 1+1 = 0 mod 2; 2+1 = 1 mod 2; so on. This is studied in algebra and group theory, the basis for number theory.
Hey, I'm from Norway
laustr 1 year ago
not too many even primes in the world....wtf?
understatment of the century?
203132 1 year ago
A beautiful man
enronify 2 years ago
He has a stuttering, stilted speech pattern
angela1894 2 years ago
terence tao rulez
gioaogionny 2 years ago 9
interesting.. but what is "mod p"? what operator is that?
whotookmynickkokokai 2 years ago
it's like the quotient of a division. For example: 7=(3*2) + (1). So, one have (1) as the quotient. Therefore, one can write:
7 mod 3 = 1. Or: 7 mod 2 = 1.
akmaltk96 2 years ago 2
thanks.
whotookmynickkokokai 2 years ago
correction: it is incorrect when I said "it's like the quotient of a division. The quotient is the result of a division. The "mod" operator yields the Remainder. So, for the case "7/3", the quotient is "2", and the remainder is "1".
akmaltk96 2 years ago
@akmaltk96 er you mean modulo or remainder...quotient is the other thingie.
jonweintraub 11 months ago
Mod stands for ``modulo.'' What the other poster said is correct: x mod p is the remainder obtained when x is divided by p. Indeed, one can do mod p arithmetic. For example: Let's try mod 2 addition: 0+1 = 1; 1+1 = 0 mod 2; 2+1 = 1 mod 2; so on. This is studied in algebra and group theory, the basis for number theory.
n080di 2 years ago