# On the removable singularities of complex analytic sets

## TL;DR

This paper establishes sufficient conditions under which singularities in complex-analytic sets can be removed, enhancing understanding of their structure in complex domains.

## Contribution

It provides new criteria for the removability of singularities in complex-analytic sets within complex Euclidean spaces.

## Key findings

- Identifies sufficient conditions for singularity removability.
- Advances theoretical understanding of complex-analytic set singularities.
- Offers criteria applicable to complex analysis and geometry.

## Abstract

There is proved the sufficiency of several conditions for the removability of singularities of complex-analytic sets in domains of $\mathbb C^n$.