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  2. Windows 10 - Wikipedia

    en.wikipedia.org/wiki/Windows_10

    November Update 10586 November 10, 2015 October 10, 2017 April 10, 2018 [d] — January 9, 2018 1607: Redstone Anniversary Update 14393 August 2, 2016 April 10, 2018 [e] April 9, 2019 [e] October 13, 2026 [f] October 9, 2018 1703: Redstone 2 Creators Update 15063 April 5, 2017 [g] October 9, 2018 October 8, 2019 [h] — June 11, 2019 1709 ...

  3. Shapiro inequality - Wikipedia

    en.wikipedia.org/wiki/Shapiro_inequality

    Download QR code; Wikidata item; Print/export Download as PDF; ... In mathematics, the Shapiro inequality is an inequality proposed by Harold S. Shapiro in 1954. [1]

  4. Severance (TV series) - Wikipedia

    en.wikipedia.org/wiki/Severance_(TV_series)

    The first footage from season 2 was released on June 10, 2024, as part of a promo for upcoming Apple TV+ programming. [108] On July 9, 2024, a post on the Apple TV+ account on social media platform X teased an announcement about season 2. [109] In the video, a light appears to blink in Morse code and spell out the word "tomorrow." The next day ...

  5. David Shapiro (economist) - Wikipedia

    en.wikipedia.org/wiki/David_Shapiro_(economist)

    David Shapiro (born November 25, 1946) is an American economist at the Pennsylvania State University. He joined the Penn State faculty [ 1 ] in 1980. He is a leading academic in the field of Economic Demography , specializing in fertility transition in sub-Saharan Africa and in the study of children's schooling in Africa.

  6. Ryan Shapiro - Wikipedia

    en.wikipedia.org/wiki/Ryan_Shapiro

    Ryan Noah Shapiro (born 1976) [citation needed] is a doctoral student at the Massachusetts Institute of Technology Doctoral Program in History, Anthropology, Science, Technology, and Society (HASTS), a U.S. Freedom of Information Act (FOIA) researcher, and an advocate for animal rights.

  7. Rice–Shapiro theorem - Wikipedia

    en.wikipedia.org/wiki/Rice–Shapiro_theorem

    Rice-Shapiro theorem. [3] : 482 [4] [5] Let P be a set of partial computable functions such that the index set of P (i.e., the set of indices e such that φ e ∈ P , for some fixed admissible numbering φ ) is semi-decidable .