An analytical result for Euler-Heisenberg effective action, valid for electron spin g ? factor | g | < 2 , was extended to the domain | g | > 2 via discovered periodicity of the effective action. This allows for a simplified computation of vacuum instability modified by the electron’s measured g = 2.002319 . We find a strong suppression of vacuum decay into electron positron pairs when magnetic fields are dominant. The result is reminiscent of mass catalysis by magnetic fields.
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机译:对电子自旋g有效的Euler-Heisenberg有效作用的分析结果。因素g | <2,已扩展到域| g | > 2通过发现有效动作的周期性。这样可以简化由电子测得的g = 2.002319修正的真空不稳定性的计算。当磁场占主导地位时,我们发现真空衰减成电子正电子对的强烈抑制。结果使人想起了磁场引起的质量催化作用。
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