# Gluing Theorems for Subharmonic Functions

## TL;DR

This paper advances the technique of gluing subharmonic functions, enhancing its theoretical framework and potential applications in analyzing the distribution of roots and masses of holomorphic and subharmonic functions.

## Contribution

It develops and improves the gluing technique for subharmonic functions, providing a stronger foundation for future applications.

## Key findings

- Enhanced method for gluing subharmonic functions
- Improved understanding of root and mass distribution
- Foundation for future research applications

## Abstract

In our articles of recent years, the technique of gluing two subharmonic functions turned out to be very useful in studying the distribution of the roots or masses of holomorphic or subharmonic functions, respectively. Here we develop and improve this technique. Its applications will be given in our further works.