| 31. | :: : : What would the equivalent of the Dirac equation be for such a particle?
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| 32. | The spin connection arises in the Dirac equation when expressed in the language of curved spacetime.
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| 33. | It appears in the Dirac equation ( the following is an explicitly Einstein summation convention ):
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| 34. | In the limit, the Dirac equation reduces to the Weyl equation, which describes relativistic massless spin-particles.
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| 35. | Upon which the Dirac equation is built.
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| 36. | It describes a gauge field and its superpartner, namely a Weyl fermion that obeys a Dirac equation.
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| 37. | The Schr�dinger solution always puts the states at slightly higher energies than the more accurate Dirac equation.
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| 38. | The second pillar of QED consists of the relativistic theory of the electron, centered on the Dirac equation.
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| 39. | This was a major achievement of the Dirac equation and gave physicists great faith in its overall correctness.
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| 40. | The Dirac equation achieves the relativistic description of the wavefunction of an electron that Schr�dinger failed to obtain.
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