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        <title>Universal Algebra and Lattice Theory - Lecture 6: The distributive and modular laws</title>
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        <description>This is the sixth in a series of talks about universal algebra and lattice theory. I introduce the distributive and modular laws and describe their relationship to each other and to duality in lattices. I proceed to present Dedekind and Birkhoff's results characterizing these two laws and end with a little note about graph theory. The webpage for this series of talks can be found at https://aten.cool/2020ua.html.</description>
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