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  2. Payroll (film) - Wikipedia

    en.wikipedia.org/wiki/Payroll_(film)

    Payroll is a 1961 British neo-noir crime thriller film directed by Sidney Hayers and starring Michael Craig, Françoise Prévost, and Billie Whitelaw. [1] The screenplay by George Baxt was adapted from Derek Bickerton's 1959 novel of the same name. The film revolves around a group of criminals who plan and execute a wages robbery, which ...

  3. Milton Friedman - Wikipedia

    en.wikipedia.org/wiki/Milton_Friedman

    He helped to invent the payroll withholding tax system, ... Post-retirement. Friedman giving a lecture about a pencil in Free to Choose (1980) In 1977, ...

  4. Henry Taub - Wikipedia

    en.wikipedia.org/wiki/Henry_Taub

    Henry Taub (September 20, 1927 – March 31, 2011) [1] was an American businessman and philanthropist of Hungarian-Jewish descent who was a co-founder of ADP. Raised in Paterson, New Jersey, Taub attended Eastside High School. [2] Taub was educated at New York University. He graduated from NYU in 1947 with a degree in accounting. [3]

  5. k-server problem - Wikipedia

    en.wikipedia.org/wiki/K-server_problem

    The k-server problem is a problem of theoretical computer science in the category of online algorithms, one of two abstract problems on metric spaces that are central to the theory of competitive analysis (the other being metrical task systems).

  6. National Payroll Institute - Wikipedia

    en.wikipedia.org/wiki/Canadian_Payroll_Association

    The CPA was founded in 1978 by a group of payroll practitioners who proposed changes to the first Record of Employment (ROE) form. They advocate on behalf of employers to federal and provincial/territorial governments, seeking to proactively influence payroll- and benefits-related legislation to enable all stakeholders to administer them in an efficient and effective manner.

  7. K-theory - Wikipedia

    en.wikipedia.org/wiki/K-theory

    The Grothendieck completion of an abelian monoid into an abelian group is a necessary ingredient for defining K-theory since all definitions start by constructing an abelian monoid from a suitable category and turning it into an abelian group through this universal construction.

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