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  2. Flu Game shoes - Wikipedia

    en.wikipedia.org/wiki/Flu_Game_shoes

    The Flu Game shoes are black and red size 13 Nike Air Jordan XII worn by Michael Jordan in game five of the 1997 NBA Finals, commonly called The Flu Game. The game was between Michael Jordan's Chicago Bulls and the Utah Jazz. It was reported that Jordan had the flu before and during the game.

  3. Air Jordan - Wikipedia

    en.wikipedia.org/wiki/Air_Jordan

    Air Jordan is a line of basketball and sportswear shoes produced by Nike, Inc. Related apparel and accessories are marketed under Jordan Brand.. The first Air Jordan shoe was produced for basketball player Michael Jordan during his time with the Chicago Bulls on November 17, 1984, and released to the public on April 1, 1985.

  4. Peano–Jordan measure - Wikipedia

    en.wikipedia.org/wiki/Peano–Jordan_measure

    Intuitively however, the set of rational numbers is a "small" set, as it is countable, and it should have "size" zero. That is indeed true, but only if one replaces the Jordan measure with the Lebesgue measure. The Lebesgue measure of a set is the same as its Jordan measure as long as that set has a Jordan measure.

  5. Michael Jordan - Wikipedia

    en.wikipedia.org/wiki/Michael_Jordan

    Michael Jeffrey Jordan (born February 17, 1963), also known by his initials MJ, [9] is an American businessman and former professional basketball player. He played 15 seasons in the National Basketball Association (NBA) between 1984 and 2003, winning six NBA championships with the Chicago Bulls.

  6. Fact or Fiction: Is Nikola Jokić enjoying the greatest ...

    www.aol.com/sports/fact-fiction-nikola-joki...

    Jordan's 35 points and 5.9 assists in 1988 generated 47 points a game. ... Wilt's true-shooting percentage in a season in which he scored 50.4 points a game would rank 168th this season — equal ...

  7. Jordan normal form - Wikipedia

    en.wikipedia.org/wiki/Jordan_normal_form

    Given an eigenvalue λ, every corresponding Jordan block gives rise to a Jordan chain of linearly independent vectors p i, i = 1, ..., b, where b is the size of the Jordan block. The generator , or lead vector , p b of the chain is a generalized eigenvector such that ( A − λ I ) b p b = 0.

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