Abdus Salam, born in Pakistan in 1926, was one of the most prolific...
In 1942, age 17, Abdus Salam joined the Government College Universi...
This was Salam's **beautiful insight that allowed him to crack the ...
For a general polynomial $f(t)=t^4+p_1t^3+p_2t^2+p_3t+p4$ we can wr...
To prove that $S_2+p_1S_1+2p_2=0$ we start by replacing $S_2=x^2+y^... Note that$S_3=x^3+y^3+z^3+u^3$, multiplying (i)...(iv) by the corr... How do we know$S_{3} + p_{1}S_{2} + p_{2}S_{1} + 3p_{3}\$ = 0 ?