Locally standard T-pseudomanifolds over topological stratified pseudomanifolds with suitable conditions are classified up to weakly equivariant homeomorphism by their characteristic data.
Smooth classification of locally standard Tk-manifolds
2 Pith papers cite this work. Polarity classification is still indexing.
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In dimensions ≤3, locally standard T-pseudomanifolds are classified by characteristic data without the homotopy equivalence condition, and manifold cases are characterized via orbit spaces.
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Classification of locally standard $T$-pseudomanifolds over topological stratified pseudomanifolds
Locally standard T-pseudomanifolds over topological stratified pseudomanifolds with suitable conditions are classified up to weakly equivariant homeomorphism by their characteristic data.
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On $3$-dimensional locally standard $T$-pseudomanifolds
In dimensions ≤3, locally standard T-pseudomanifolds are classified by characteristic data without the homotopy equivalence condition, and manifold cases are characterized via orbit spaces.