Common integrals in quantum field theory: Difference between revisions

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which are found using the [[quadratic equation]]:
:<math>\begin{align}
\lambda_{\pm} &= {1\over 2} ( a+b) \pm {1\over 2}\sqrt{(a+b)^2-4(ab - c^2)}. </math>\\
:<math> \lambda_{\pm} &= {1\over 2} ( a+b) \pm {1\over 2}\sqrt{a^2 +2ab + b^2 -4ab + 4c^2}. </math>\\
:<math> \lambda_{\pm} &= {1\over 2} ( a+b) \pm {1\over 2}\sqrt{(a-b)^2+4c^2}. </math>
\end{align}</math>
 
=====Eigenvectors of ''A''=====