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  2. The Knot Worldwide - Wikipedia

    en.wikipedia.org/wiki/The_Knot_Worldwide

    The Knot Worldwide, formerly XO Group, The Knot Inc, and WeddingWire, Inc, is a global technology company that provides content, tools, products and services for couples who are planning weddings, organizing a celebration, and navigating pregnancy and parenting. In 2019, The Knot Worldwide was created by a merger between predecessors XO Group ...

  3. Alexander Bogomolny - Wikipedia

    en.wikipedia.org/wiki/Alexander_Bogomolny

    cut-the-knot .org. Alexander Bogomolny (January 4, 1948 – July 7, 2018) was a Soviet -born Israeli-American mathematician. He was Professor Emeritus of Mathematics at the University of Iowa, and formerly research fellow at the Moscow Institute of Electronics and Mathematics, senior instructor at Hebrew University and software consultant at ...

  4. Personal wedding website - Wikipedia

    en.wikipedia.org/wiki/Personal_wedding_website

    Personal wedding websites are used for various purposes, including communication with guests, sharing wedding photos and videos with those who could not attend, providing maps, hotel and destination information, bridal party and couple biographies, and profiling vendors. Increasingly, the sites are being used as tools for wedding planning.

  5. West Memphis Three - Wikipedia

    en.wikipedia.org/wiki/West_Memphis_Three

    A biography of John Mark Byers by Greg Day named Untying the Knot: John Mark Byers and the West Memphis Three was published in May 2012. [75] Many songs were written about the case, and two albums released in support of the defendants. In 2000, The album Free the West Memphis 3 was released by KOCH Records.

  6. Two half-hitches - Wikipedia

    en.wikipedia.org/wiki/Two_half-hitches

    Two half-hitches is a type of knot, specifically a binding knot or hitch knot.One variety consists of an overhand knot tied around a post, followed by a half-hitch. This knot is less often referred to as a clove hitch over itself, double half-hitch, or full-hitch.

  7. Knot invariant - Wikipedia

    en.wikipedia.org/wiki/Knot_invariant

    A knot invariant is a quantity defined on the set of all knots, which takes the same value for any two equivalent knots. For example, a knot group is a knot invariant. [5] Typically a knot invariant is a combinatorial quantity defined on knot diagrams. Thus if two knot diagrams differ with respect to some knot invariant, they must represent ...

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