# Higher invariants in noncommutative geometry

## TL;DR

This paper surveys higher invariants in noncommutative geometry, highlighting their applications to differential geometry and topology, and providing an overview of their theoretical framework and significance.

## Contribution

It offers a comprehensive overview of higher invariants in noncommutative geometry and discusses their applications in differential geometry and topology.

## Key findings

- Higher invariants play a crucial role in noncommutative geometry.
- Applications include insights into differential geometry.
- Connections to topological invariants are explored.

## Abstract

We give a survey on higher invariants in noncommutative geometry and their applications to differential geometry and topology.