CSIR NET MATHEMATICS DEC 2019 | Complex Analysis |Zeros of Function of Complex Variables (Section B)
CSIR NET MATHEMATICS | Complex Analysis | Zeros of Function of Complex Variables (Section B)
All the viewers note that Option 2 is also the correct answer...
Complex Analysis December 2019, Zeros of Function of Complex Variables,
CSIR NET, Answer Key Dec 2019, Mathematical Science,
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Video Summary
AI GeneratedThis video provides a step-by-step mathematical derivation to determine the nature of the roots for the complex polynomial $f(z) = z^2 + az + p^{11}$, given that $a$ is a non-zero integer, $p$ is a prime $\\ge 13$, and $a^2 \\le 4p^{11}$. Through a process of elimination, the presenter proves that the function has distinct roots.