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  2. Chuck Taylor All-Stars - Wikipedia

    en.wikipedia.org/wiki/Chuck_Taylor_All-Stars

    In 1957, it introduced the low-cut "Oxford"-style version of the shoe, and in time the company began to produce All Stars in multiple colors and prints. Today, Converse makes the Chuck Taylor All Star in a variety of colors, styles, prints and fabrics. [citation needed] A pair of white low-cut All Star sneakers, showing the current back heel logo

  3. Converse (brand) - Wikipedia

    en.wikipedia.org/wiki/Converse_(brand)

    Converse (/ ˈ k ɒ n v ər s /) is an American lifestyle brand that markets, distributes, and licenses footwear, apparel, and accessories.Founded by Marquis Mills Converse in 1908 as the Converse Rubber Shoe Company in Malden, Massachusetts, it has been acquired by several companies before becoming a subsidiary of Nike, Inc. in 2003.

  4. Sneakers - Wikipedia

    en.wikipedia.org/wiki/Sneakers

    A pair of Nike Air Jordan 1 sneakers. Sneakers or trainers , also known by a wide variety of other names, are shoes primarily designed for sports or other forms of physical exercise but are also widely used for everyday casual wear. They were popularized by companies such as Converse, Nike and Spalding in the mid 20th century. Like other parts ...

  5. Converse - Wikipedia

    en.wikipedia.org/wiki/Converse

    Converse (logic), the result of reversing the two parts of a definite or implicational statement Converse implication, the converse of a material implication; Converse nonimplication, a logical connective which is the negation of the converse implication; Converse (semantics), pairs of words that refer to a relationship from opposite points of view

  6. Connie Converse - Wikipedia

    en.wikipedia.org/wiki/Connie_Converse

    Elizabeth Eaton Converse (born August 3, 1924 – disappeared August 10, 1974) was an American singer-songwriter and musician, best known under her professional name Connie Converse. She was active in New York City in the 1950s, and her work is among the earliest known recordings in the singer-songwriter genre of music.

  7. Converse relation - Wikipedia

    en.wikipedia.org/wiki/Converse_relation

    The converse relation does satisfy the (weaker) axioms of a semigroup with involution: () = and () =. [12] Since one may generally consider relations between different sets (which form a category rather than a monoid, namely the category of relations Rel ), in this context the converse relation conforms to the axioms of a dagger category (aka ...