论文标题
宇宙常数的非本地合作伙伴
Non-local partner to the cosmological constant
论文作者
论文摘要
我表明，由于巨大的粒子而引起的量子校正在引力有效作用中产生非局部项，该作用在衍生物膨胀中是零阶的，就像宇宙常数一样。它具有固定系数，该系数比宇宙常数大得多，并且不能微调。相互作用在粒子质量上方的尺度上具有活性。这是$ m^4（\ frac1 {\ box} r）_x“ <x | \ log（\ box +m^2）| y>”（\ frac1 {\ box} r）_y $，我讨论$的含义$“
I show that quantum corrections due to a massive particle generates a non-local term in the gravitational effective action which is of zeroth order in the derivative expansion, much like the cosmological constant. It carries a fixed coefficient which is very much larger than the cosmological constant, and which cannot be fine-tuned. The interaction is active at scales above the particle's mass. This is of the form $m^4 (\frac1{\Box}R)_x "<x|\log (\Box +m^2 )|y >" (\frac1{\Box}R)_y$, and I discuss the meaning of $ "<x|\log (\Box +m^2) |y >" $ and other aspects of its interpretation.
