Dirac Equation in The Algebra of Physical Space - Second Order Dirac Equation

Second Order Dirac Equation

An application of the Dirac equation on itself leads to the second order Dirac equation


(-\partial \bar{\partial} +
A \bar{A}) \Psi - i( 2e\left\langle A \bar{\partial} \right\rangle_S + eF) \Psi \mathbf{e}_3 = m^2 \Psi

Read more about this topic:  Dirac Equation In The Algebra Of Physical Space

Famous quotes containing the words order and/or equation:

    Imagination, the supreme delight of the immortal and the immature, should be limited. In order to enjoy life, we should not enjoy it too much.
    Vladimir Nabokov (1899–1977)

    A nation fights well in proportion to the amount of men and materials it has. And the other equation is that the individual soldier in that army is a more effective soldier the poorer his standard of living has been in the past.
    Norman Mailer (b. 1923)