Advances on Inequalities of the Schwarz, Triangle and Heisenberg Type in Inner Product Spaces

TL;DR

This survey provides a comprehensive overview of classical and recent inequalities in inner product spaces, highlighting their theoretical foundations and recent developments.

Contribution

It offers a detailed synthesis of inequalities of Schwarz, triangle, and Heisenberg types, including recent advancements and applications.

Findings

Summarizes key inequalities in inner product spaces.

Highlights recent improvements and generalizations.

Provides a unified framework for classical inequalities.

Abstract

The purpose of this survey is to give a comprehensive introduction to some classes of classical and recent analytic inequalities in Inner Product Spaces.