Localizations of inductively factored arrangements
Tilman Moeller, Gerhard Roehrle
TL;DR
This paper proves that the class of inductively factored arrangements remains closed when localized, and demonstrates the practical usefulness of this property through an application.
Contribution
It establishes the closure property of inductively factored arrangements under localization, a previously unproven aspect, and provides an illustrative application.
Findings
Inductively factored arrangements are closed under localization.
The closure property has practical applications.
The paper offers new insights into arrangement theory.
Abstract
We show that the class of inductively factored arrangements is closed under taking localizations. We illustrate the usefulness of this with an application.
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Taxonomy
Topicsgraph theory and CDMA systems