On the $H$-ring structure of infinite Grassmannians

TL;DR

This paper explores the $H$-ring structure of infinite-dimensional Grassmannians using algebraic and analytical techniques, avoiding cellular arguments to achieve broader generality.

Contribution

It introduces new methods to analyze the $H$-ring structure of infinite Grassmannians without relying on cellular arguments, enabling more general results.

Findings

Established the $H$-ring structure using algebraic and analytical methods.

Extended the analysis of infinite Grassmannians beyond traditional cellular approaches.

Provided a more general framework for understanding these structures.

Abstract

The $H$-ring structure of certain infinite(-dimensional) Grassmannians is discussed using various algebraic and analytical methods but so that cellular arguments are avoided. These methods allow us to discuss these Grassmannian in greater generality.