# Estimates of products of norms for flows away from homoclinic tangency

## TL;DR

This paper provides a detailed proof of estimates for products of norms in dynamical flows that are away from homoclinic tangency, contributing to the understanding of their stability properties.

## Contribution

It offers a rigorous proof of norm product estimates for flows away from homoclinic tangency, albeit weaker than the expected bounds.

## Key findings

- Established detailed estimates for products of norms in specific flows
- Demonstrated the estimates are weaker than anticipated by experts
- Contributed to the theoretical understanding of flow stability

## Abstract

We give a detailed proof for the estimates of products of norms for flows away from homoclinic tangency. The estimates we can prove is weaker than the expectation of experts.