# Motivic cohomology of twisted flag varieties

## TL;DR

This paper investigates the mod(p) motivic cohomology of twisted flag varieties over specific fields where higher Milnor K-theory vanishes, providing new insights into their algebraic structure.

## Contribution

It offers a novel computation of motivic cohomology for twisted flag varieties over fields with restricted Milnor K-theory, expanding understanding in algebraic geometry.

## Key findings

- Computed mod(p) motivic cohomology for twisted flag varieties
- Identified conditions on fields affecting cohomology calculations
- Enhanced understanding of algebraic structures in motivic cohomology

## Abstract

In this paper, we study the mod(p) motivic cohomology of twisted complete flag varieties over some restricted fields k. Here we take k such that the mod(p) Milnor K-theory KM_i(k)/p=0 for i>3.