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  2. Mathematical fiction - Wikipedia

    en.wikipedia.org/wiki/Mathematical_fiction

    The form and the medium of the works are not important. The genre may include poems, short stories, novels or plays; comic books; films, videos, or audios. One of the earliest, and much studied, work of this genre is Flatland: A Romance of Many Dimensions, an 1884 satirical novella by the English schoolmaster Edwin Abbott Abbott. Mathematical ...

  3. Too Much Happiness - Wikipedia

    en.wikipedia.org/wiki/Too_Much_Happiness

    Too Much Happiness is a short story collection by Canadian writer Alice Munro, published on August 25, 2009 by McClelland and Stewart's Douglas Gibson Books imprint. [1] The title story is a fictional retelling of the life of the 19th century Russian mathematician and writer Sofia Kovalevskaya.

  4. List of educational video websites - Wikipedia

    en.wikipedia.org/wiki/List_of_educational_video...

    Educational courses with lectures, quizzes and exams provided by universities for free. Certificates are provided by the respective university on successful completion of a course. Free ? Coursera: Crash Course (YouTube) Multidisciplinary Educational courses in physical and social sciences, philosophy, history, culture and literature. Free ?

  5. Elementary class - Wikipedia

    en.wikipedia.org/wiki/Elementary_class

    A class K of structures of a signature σ is called an elementary class if there is a first-order theory T of signature σ, such that K consists of all models of T, i.e., of all σ-structures that satisfy T. If T can be chosen as a theory consisting of a single first-order sentence, then K is called a basic elementary class.

  6. Zearn - Wikipedia

    en.wikipedia.org/wiki/Zearn

    In 2012, Zearn was co-founded by CEO Shalinee Sharma [1] and Evan Rudall, former CEO of Uncommon Schools, founded Zearn as a nonprofit organization to develop interactive digital math content for elementary school children. [2]

  7. Rami Grossberg - Wikipedia

    en.wikipedia.org/wiki/Rami_Grossberg

    Grossberg's work in the past few years has revolved around the classification theory of non-elementary classes. In particular, he has provided, in joint work with Monica VanDieren, a proof of an upward "Morley's Categoricity Theorem" (a version of Shelah's categoricity conjecture) for Abstract Elementary Classes with the amalgamation property, that are tame.

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