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Publications by Charles H. Randall
A Complete and Countable Orthomodular Lattice Is Atomic
Proceedings of the American Mathematical Society
Mathematics
Applied Mathematics
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The Free Orthomodular Word Problem Is Solvable
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A Countable $K$-Space That Is Not Stratifiable
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The Domain Rank of a Surface Is Countable
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A Countable Self-Injective Ring Is Quasi-Frobenius
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Every Finite Lattice Is a Face Lattice
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Conditions for Countable Bases in Spaces of Countable and Point-Countable Type
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Lattice Strain Due to an Atomic Vacancy
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A UV Complete Compositeness Scenario: LHC Constraints Meet the Lattice
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Comment on and a Characterization of the Concept of Complete Residuated Lattice
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