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Tag: partially ordered set

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Intersecting elements of posets without least element

By Victor Porton
On January 14, 2011

From the preprint of my article “Filters on Posets and Generalizations” (with little rewording): Definition 1. Let $latex \mathfrak{A}$ is a poset with least element $latex 0$. I will call elements $latex a$, $latex b$ in $latex \mathfrak{A}$ intersecting when exists c…

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#partial order#partially ordered set#poset#posets
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  • SCIENCE
  • Home
  • Algebraic General Topology
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  • Discontinuous Analysis
  • More
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  • SCIENCE
    • Journal with post-moderation
    • World Science DAO
  • Home
    • Blog
    • Soft
  • Algebraic General Topology
    • Paperback
    • Ebook
    • PDF
  • Axiomatic Theory of Formulas
    • Paperback
    • Ebook
    • PDF
  • Discontinuous Analysis
    • Full Course
  • More
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