An algorithm for realizing finite field arithmetic is presented. The relationship between linear recursions and polynomial arithmetic (modulo a fixed polynomial) over $Zp$ is exploited to reduce the ...

R. Vaidyanathaswamy, The Theory of Multiplicative Arithmetic Functions, Transactions of the American Mathematical Society, Vol. 33, No. 2 (Apr., 1931), pp. 579-662 ...

From classrooms to kitchen tables, debates about math education are never far away. Should teachers drill multiplication ...

You may never have heard of modular arithmetic, but you use it every day without the slightest difficulty. In this system, numbers wrap around when they reach a certain size called the modulus; it ...

means that the level of factor F is computed by adding the levels of B and D and two times the levels of C and E, all modulo 3. Note that if q is not a prime number, Galois field arithmetic is not ...