Abstract
In this paper, we give a version of “angular domain” type for the results of Da Costa and Duval (Math Ann 355(4):1593–1600, 2013) for Brody curves into a complex projective algebraic variety in $$P^N({\mathbb {C}})$$ intersecting hypersurfaces. Based on this version, we also establish the existence of singular directions of Brody curves into algebraic varieties.
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