数学杂志2026，Vol.46Issue(5)：266-286,21.
一类齐次完全集的拟对称填充极小性
QUASISYMMETRIC MINIMALITY ON PACKING DIMENSION FOR A CLASS OF HOMOGENEOUS PERFECT SETS
摘要
Abstract
In this paper,we study the quasisymmetric minimality of homogeneous perfect sets.We obtain that a special class of homogeneous perfect sets with packing dimension 1 is quasisymmetrically packing minimal by re-constructing the sets twice and using the mass distribution principle,which expands the previous results.关键词
拟对称映射/填充维数/齐次完全集/拟对称极小集Key words
quasisymmetric mapping/packing dimension/homogeneous perfect sets/quasisymmetrically minimal sets分类
数理科学引用本文复制引用
刘萍萍,李彦哲,石雪菊,杨娇娇..一类齐次完全集的拟对称填充极小性[J].数学杂志,2026,46(5):266-286,21.基金项目
国家自然科学基金资助(12461015) （12461015）
广西自然科学基金资助(2020GXNSFBA297040). （2020GXNSFBA297040）
