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When is an alter ego a minimal dulaizing structure?
Bashet Ullah (author)David Casperson (thesis advisor)Jernej Polajnar (committee member)Jennifer Hyndman (committee member)University of Northern British Columbia (Degree granting institution)
Master of Science (MSc)
1 online resource (vii, 78 pages)
We show that a particular five-element algebra is dualized by a particular alter-ego. We also show that, in some limited sense, the alter ego we chose is minimal. The algebra that we examine is a f0;1g-valued unary algebra with 0. It has meet and join as homomorphisms.
Unary algebrasDuality theory (Mathematics)Lattice theory