Relative non-pluripolar product of currents on compact Hermitian manifolds

Published 30 May 2025 in math.DG and math.CV | (2505.24702v1)

Abstract: On a class of compact Hermitian manifolds including compact K\"{a}hler manifolds, we prove that the the relative non-pluripolar product is always well-defined. We also prove the monotonicity of the relative non-pluripolar product in terms of masses on such manifolds.

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