Tightness-Type Properties of the Space of Permutation Degree

Citations Over TimeTop 18% of 2022 papers

Abstract

In this paper we, prove that if the product Xn of a space X has certain tightness-type properties, then the space of permutation degree SPnX has these properties as well. It is proven that the set tightness (T-tightness) of the space of permutation degree SPnX is equal to the set tightness (T-tightness) of the product Xn.

Related Papers

• The External Product in Higher Euclidean Space(2011)
• → A k -singularities of curves and surfaces of fixed degree, quasi-degree, or multi-degree(2015)
• → The Degree Quantity Marker Function of the ‘you’ Degree Structure(2021)
• → 7. Product Measures(1969)
• → An upper bound for the solving degree in terms of the degree of regularity(2023)