# Some Rules of Elementary Transformation in $B^{+}(E,F)$ and their applications

## TL;DR

This paper introduces rules for elementary transformations in the space of bounded operators between Banach spaces and explores their applications in topology and analysis.

## Contribution

It presents new rules for elementary transformations in $B^{+}(E,F)$ and applies them to problems in topology and analysis.

## Key findings

- New rules for elementary transformations in $B^{+}(E,F)$
- Applications to topology of operators
- Applications to analysis of operators

## Abstract

In this paper, some rules of elementary transformation in $B^{+}(E,F)$ are presented. Then we give some applications to topology and analysis for operators.