论文标题
在原始黑洞质量函数上
On the Primordial Black Hole Mass Function for Broad Spectra
论文作者
论文摘要
在曲率扰动的功率光谱广泛的情况下，我们详细阐述了原始黑洞的质量功能。对于宽阔而平坦的频谱，我们认为这种质量功能在最小的原始黑色质量上达到顶峰，可以形成，并具有尾巴衰减，例如$ m^{ - 3/2} $，其中$ m $是原始黑洞的质量。
We elaborate on the mass function of primordial black holes in the case in which the power spectrum of the curvature perturbation is broad. For the case of a broad and flat spectrum, we argue that such a mass function is peaked at the smallest primordial black mass which can be formed and possesses a tail decaying like $M^{-3/2}$, where $M$ is the mass of the primordial black hole.
