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1992
Several separation properties for arbitrary topological categories are introduced and it is shown that for topological spaces each of them reduces to one of the classical separation axioms \(T_ 0\), \(T_ 1\), \(T_ 2\), \(T_ 3\) or \(T_ 4\).
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Several separation properties for arbitrary topological categories are introduced and it is shown that for topological spaces each of them reduces to one of the classical separation axioms \(T_ 0\), \(T_ 1\), \(T_ 2\), \(T_ 3\) or \(T_ 4\).
openaire +2 more sources
Potential applications of MOF composites as selective membranes for separation of gases
Coordination Chemistry Reviews, 2023Kuan-Guan Liu +2 more
exaly
A Note on Budgeting, Separability, and Generalized Separability
Econometrica, 1978openaire +1 more source
Molecular Separation with Organic Solvent Nanofiltration: A Critical Review
Chemical Reviews, 2014Patrizia Marchetti +2 more
exaly
G3BP1 Is a Tunable Switch that Triggers Phase Separation to Assemble Stress Granules
Cell, 2020Peiguo Yang +2 more
exaly