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26 April 2024

» arxiv » 2002.6769

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Schmidt's subspace theorem for moving hypersurface targets in subgeneral position with index in algebraic variety
Tingbin Cao ; Nguyen Van Thin ;
Date:	17 Feb 2020
Abstract:	Recently, Xie-Cao [15] obtained a Second Main Theorem for moving hypersurfaces located in subgeneral position with index which is extended the result of Ru [11]. By using some methods due to Son-Tan-Thin [13], Quang [9] and Xie-Cao [15], we shall give a Schmidt’s Subspace Theorem for moving hypersurface targets in subgeneral position with index intersecting algebraic variety. Our result is a extension the Schmidt’s Subspace Theorem due to Son-Tan-Thin [13] and Quang [9].
Source:	arXiv, 2002.6769
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