Let $X$ be a compact Kähler manifold and $D$ be a snc divisor on it. Then on $X\setminus D$ Stokes theorem holds true
$$\int_{X\setminus D}\Delta\alpha=0 ?$$
In this case $X\setminus D$ is non-compact, but we know of course $\int_{X }\Delta\alpha=0$
Let $X$ be a compact Kähler manifold and $D$ be a snc divisor on it. Then on $X\setminus D$ Stokes theorem holds true
$$\int_{X\setminus D}\Delta\alpha=0 ?$$
In this case $X\setminus D$ is non-compact, but we know of course $\int_{X }\Delta\alpha=0$
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