Abstract:Our goal is to utilize the techniques of Xiaokui Yang, Valentino Tosatti, and Chenjie Yu to establish a Liouville-type result for almost complex manifolds. The transition to the non-integrable setting is delicate, so we devote one section to discussing the key differences, and another to introducing the necessary tools. Afterwards, we present a proof of our main theorem.

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中文翻译：

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关于几乎埃尔米特流形之间的全纯映射

摘要：我们的目标是利用杨小葵，华伦天奴·托萨蒂和余晨杰的技术为几乎复杂的流形建立一个Liouville型结果。过渡到不可集成的环境非常困难，因此我们专门讨论一个关键的区别，而另一部分则介绍必要的工具。之后，我们提出一个主要定理的证明。

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