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arXiv 1412.0678astro-ph.COhep-th
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标量倾斜对张量标量比的影响

Implications of the scalar tilt for the tensor-to-scalar ratio

Paolo Creminelli, Sergei Dubovsky, Diana López Nacir, Marko Simonović, Gabriele Trevisan, Giovanni Villadoro, Matias Zaldarriaga

摘要:

我们调查的标量倾斜$n_s$的张量标量比$r$在慢滚,单场暴胀模型的测量值的可能影响。倾斜的测量值满足$n_s -1\sim 1/N_*$,其中$N_* \sim 60$是观测相关尺度的$e$ -倍的数量。如果这不是一个巧合,并且对于不同的$N$值,比例关系成立,则强烈表明$r$与$10^{-1}$一样大(与最近的数据紧张的可能性),或者小于$10^{-2}$并指数依赖于$n_s$。($n_s$,$r$)平面的大区域与该缩放不兼容。

英文摘要:

We investigate the possible implications of the measured value of the scalar tilt $n_s$ for the tensor-to-scalar ratio $r$ in slow-roll, single-field inflationary models. The measured value of the tilt satisfies $n_s -1\sim 1/N_*$, where $N_* \sim 60$ is the number of $e$-folds for observationally relevant scales. If this is not a coincidence and the scaling holds for different values of $N$, it strongly suggests that either $r$ is as big as $10^{-1}$ (a possibility in tension with the recent data), or smaller than $10^{-2}$ and exponentially dependent on $n_s$. A large region of the ($n_s$,$r$) plane is not compatible with this scaling.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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