Hi there. Where can i read that algebraic numbers (i. e. those one which are root of polynom with integer coefficients) are closed under addition and multiplication?
In particular, if we have two reals a and b which are roots of :
then what minimal polynom will be for a+b?
In particular, if we have two reals a and b which are roots of :
Code:
x^5+x+1=0
x^5+2*x+1=0
then what minimal polynom will be for a+b?