# Robust Heteroclinic Tangencies

## TL;DR

This paper constructs specific diffeomorphisms in dimensions two and higher that demonstrate robust heteroclinic tangencies, contributing to the understanding of complex dynamical behaviors.

## Contribution

It introduces a method to create $C^1$-robust heteroclinic tangencies in higher-dimensional diffeomorphisms, expanding the known examples in dynamical systems.

## Key findings

- Existence of $C^1$-robust heteroclinic tangencies in dimension $d extgreater=2$
- Construction method for such diffeomorphisms
- Implications for stability and bifurcation analysis in dynamical systems

## Abstract

We construct diffeomorphisms in dimension $d\geq 2$ exhibiting $C^1$-robust heteroclinic tangencies.