Higher Order Architecture of Collections of Objects

TL;DR

This paper explores the concept of higher order architectures in collections of objects, governed by hyperstructures, and discusses their potential applications across various scientific fields.

Contribution

It introduces the idea of higher order architectures governed by hyperstructures and discusses their potential applications in science.

Findings

Introduction of higher order architectures governed by hyperstructures

Discussion of higher order gluing and local to global processes

Potential applications in multiple scientific disciplines

Abstract

We show that on an arbitrary collection of objects there is a wide variety of higher order architectures governed by hyperstructures. Higher order gluing, local to global processes, fusion of collections, bridges and higher order types are discussed. We think that these types of architectures may have interesting applications in many areas of science.