Compact complex surfaces with $h^{1,0} < h^{0,1}$

I am seeking an instance of a portable facility surface area with $h^{1,0} < h^{0,1}$. The bound that $h^{1,0} \leq h^{0,1}$ is recognized. In the Kähler instance, $h^{p,q}=h^{q,p}$, so the instance can not be (as an example) a projective selection or an intricate torus. Does any person recognize of such an instance? Many thanks.

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2022-07-25 20:47:02
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