Kineski teorem o ostatcima za polinome

We start by giving a brief description of the classical Chinese remainder theorem for integers, after whichwe define the greatest common divisor of two polynomials and congruences modulo a polynomial. These concepts allow us to state and prove the Chinese remainder theorem for polynomials. After presenting some important consequences of that theorem, we give its applications to the factorization of polynomials and to fast polynomial multiplication.