# Quantization of color Lie bialgebras

## TL;DR

This paper extends the quantization framework for Lie bialgebras to the color case, generalizing existing methods and exploring specific structures like triangular and Cartan type color Lie bialgebras.

## Contribution

It introduces a quantization approach for color Lie bialgebras, generalizing Etingof-Kazhdan's method and discussing related structures.

## Key findings

- Developed a quantization method for color Lie bialgebras
- Analyzed Drinfeld categories for color Lie bialgebras
- Quantized triangular and Cartan type color Lie bialgebras

## Abstract

The main purpose of this paper is to study Quantization of color Lie bialgebras, generalizing to color case the approach by Etingof-Kazhdan which were considered for superbialgebras by Geer. Moreover we discuss Drinfeld category, Quantization of Triangular color Lie bialgebras and Simple color Lie bialgebras of Cartan type.