Template:Selected anniversaries/March 3: Difference between revisions

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File:Maimonides.jpg|link=Maimonides (nonfiction)|1165: Rabbi, philosopher, astronomer, and physician [[Maimonides (nonfiction)|Maimonides]] questions morality of [[scrying engines]].
File:Maimonides.jpg|link=Maimonides (nonfiction)|1165: Rabbi, philosopher, astronomer, and physician [[Maimonides (nonfiction)|Maimonides]] questions morality of [[scrying engines]].
File:Georg Cantor 1894.png|link=Georg Cantor (nonfiction)|1845: Mathematician and philosopher [[Georg Cantor (nonfiction)|Georg Cantor]] born.  He will invent [[Set theory (nonfiction)|set theory]], a fundamental area of mathematical inquiry.
File:Georg Cantor 1894.png|link=Georg Cantor (nonfiction)|1845: Mathematician and philosopher [[Georg Cantor (nonfiction)|Georg Cantor]] born.  He will invent [[Set theory (nonfiction)|set theory]], a fundamental area of mathematical inquiry.
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File:Jacquard loom with two children and a dog (circa 1877).jpg|link=Jacquard loom (nonfiction)|1876: Children reprogram [[Jacquard loom (nonfiction)|Jacquard loom]] to compute new family of [[Gnomon algorithm functions]].
File:Jacquard loom with two children and a dog (circa 1877).jpg|link=Jacquard loom (nonfiction)|1876: Children reprogram [[Jacquard loom (nonfiction)|Jacquard loom]] to compute new family of [[Gnomon algorithm functions]].
File:Emil Artin.jpg|link=Emil Artin (nonfiction)|1898: Mathematician [[Emil Artin (nonfiction)|Emil Artin]] born. He will work on algebraic number theory, contributing to class field theory and a new construction of L-functions. He also contributed to the pure theories of rings, groups and fields.
File:Emil Artin.jpg|link=Emil Artin (nonfiction)|1898: Mathematician [[Emil Artin (nonfiction)|Emil Artin]] born. He will work on algebraic number theory, contributing to class field theory and a new construction of L-functions. He also contributed to the pure theories of rings, groups and fields.
File:Paul Halmos.jpg|link=Paul Halmos (nonfiction)|1916: Mathematician and academic [[Paul Halmos (nonfiction)|Paul Halmos]] born. He will make fundamental advances in the areas of mathematical logic, probability theory, statistics, operator theory, ergodic theory, and functional analysis (in particular, Hilbert spaces).
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Revision as of 19:39, 9 July 2017