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Algebra and Logic
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Reminiscences of logicians.- Frames and models in modal logic.- A language and axioms for explicit mathematics.- Dimension theory of commutative polynomial rings.- Dimension theory of power series rings over a commutative ring.- Axiomatic classes in propositional modal logic.- Nilpotent actions on nilpotent groups.- Structure theorems for inverse semigroups.- Recursion theory and algebra.- An exposition of forcing.- Logic and foundations.- Church-Rosser theorems for replacement systems.
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Reminiscences of logicians.- Frames and models in modal logic.- A language and axioms for explicit mathematics.- Dimension theory of commutative polynomial rings.- Dimension theory of power series rings over a commutative ring.- Axiomatic classes in propositional modal logic.- Nilpotent actions on nilpotent groups.- Structure theorems for inverse semigroups.- Recursion theory and algebra.- An exposition of forcing.- Logic and foundations.- Church-Rosser theorems for replacement systems.
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