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docs (README): change the word programme with program
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BabelDev0 committed Dec 27, 2022
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## Introduction

Welcome to the repository of GDonut! This programme is designed to help students visually explore the method for constructing non-expansive equivariant group operators (GENEOs) through the input of permutants and symmetrical functions.
Welcome to the repository of GDonut! This program is designed to help students visually explore the method for constructing non-expansive equivariant group operators (GENEOs) through the input of permutants and symmetrical functions.

A GENEO, or non-expansive equivariant group operator, is a mathematical construct that can be applied to construct a new paradigm of learning networks, based on the formal study of the topological space of these operators.
A GENEO, or non-expansive equivariant group operator, is a mathematical construct that can be applied to construct a new paradigm of learning networks, based on the formal study of the topological space of these operators.

Equivariance refers to the property of a function or operator that remains unchanged when applied to a transformed version of its input. In other words, if a function or operator is equivariant, it will give the same output no matter how its input is transformed.

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Non-Expansive Equivariant Group Operators for Artificial Intelligence

Programme Features
program Features

Select groups and permutants
Insert symmetrical functions
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We welcome contributions to the program. If you have any suggestions or find any bugs, please open an issue or submit a pull request.


Thank you for using the GDount Programme!
Thank you for using the GDount program!

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