Heat content estimates for the fractional Schr\"odinger operator $\text{F}+\text{ind}$

This paper establishes by employing analytic and probabilistic techniques estimates concerning the {\it heat content} for the fractional Schr"odinger operator $\text{F}+\text{ind}$ with $0<\alpha \le 2$ in $\text{Rd}$, $d\ge 2$ and $\text{dom}$ a Lebesgue measure set satisfying some regularity conditions.