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September 24, 2025Open Access

Tropical Nevanlinna theory of several variables

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This paper develops a tropical Nevanlinna theory, revealing new insights into tropical holomorphic maps and growth behaviors.

The study establishes higher-dimensional Nevanlinna theory in tropical geometry, emphasizing new function types.
Key findings include the development of essential tropical meromorphic functions and their properties.
The second main theorem provides a significant inequality relating tropical maps, counting functions, and degrees.
This research makes substantial contributions to the understanding of intersections with tropical hypersurfaces.

Cao et al. (2025) studied this question.

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September 24, 2025Open Access

View Full Paper

Ask AI

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Authors

This paper develops a tropical Nevanlinna theory, revealing new insights into tropical holomorphic maps and growth behaviors.

The study establishes higher-dimensional Nevanlinna theory in tropical geometry, emphasizing new function types.
Key findings include the development of essential tropical meromorphic functions and their properties.
The second main theorem provides a significant inequality relating tropical maps, counting functions, and degrees.
This research makes substantial contributions to the understanding of intersections with tropical hypersurfaces.

Cao et al. (2025) studied this question.

View Full Paper

Ask AI

Bookmark