Template:Selected anniversaries/March 3: Difference between revisions
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||1837: Aleksandr Korkin born ... mathematician. He made contribution to the development of partial differential equations, and was second only to Chebyshev among the founders of the Saint Petersburg Mathematical School. | ||1837: Aleksandr Korkin born ... mathematician. He made contribution to the development of partial differential equations, and was second only to Chebyshev among the founders of the Saint Petersburg Mathematical School. | ||
||George William Hill born ... astronomer and mathematician. Working independently and largely in isolation from the wider scientific community, he made major contributions to celestial mechanics and to the theory of ordinary differential equations. Pic. | |||
||1841: John Murray born ... oceanographer and biologist. | ||1841: John Murray born ... oceanographer and biologist. |
Revision as of 12:04, 17 January 2019
1845: Mathematician and philosopher Georg Cantor born. He will invent set theory, a fundamental area of mathematical inquiry.
1847: Engineer and inventor Charles Grafton Page publishes new class of Gnomon algorithm functions which detect and prevent crimes against mathematical constants.
1847: Engineer, inventor, and academic Alexander Graham Bell born. He will patent the telephone in 1876.
1849 – The Territory of Minnesota was created.
1876: Children reprogram Jacquard loom to compute new family of Gnomon algorithm functions.
1898: Mathematician 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.
1916: Mathematician and academic 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).
1987: While vacationing in New Minneapolis, Canada, mathematician Hing Tong visits the Nested Radical coffeehouse, where he gives an impromptu lecture on applications of the Katetov–Tong insertion theorem to the detection and prevention of crimes against mathematical constants.
2016: Steganographic analysis of Mad King unexpectedly releases a contagious wave of math crimes.
2017: Steganographic analysis of Peter Giblets illustration unexpectedly reveals "at least a terabyte of encrypted data, apparently a 'Best of Peter Giblets' compilation."