Template:Selected anniversaries/March 4: Difference between revisions
No edit summary |
No edit summary |
||
| Line 82: | Line 82: | ||
||1923: Patrick Moore born ... astronomer and television host (d. 2012) | ||1923: Patrick Moore born ... astronomer and television host (d. 2012) | ||
||1927: Ira Remsen born ... chemist and academic | ||1927: Ira Remsen born ... chemist and academic, co-discovered saccarine. Pic. | ||
File:Carnivorous_airships_circa_1930-31.jpg|link=Carnivorous dirigible|1931: US Navy says [[Carnivorous dirigible|Carnivorous dirigibles]] cannot be tamed, should be put down. | File:Carnivorous_airships_circa_1930-31.jpg|link=Carnivorous dirigible|1931: US Navy says [[Carnivorous dirigible|Carnivorous dirigibles]] cannot be tamed, should be put down. | ||
Revision as of 06:22, 4 June 2019
928: Astronomer Abd al-Rahman al-Sufi uses Gnomon algorithm to solve crimes against astronomical constants.
1702: Thief Jack Sheppard born. He will be arrested and imprisoned five times in 1724 but escape four times from prison, making him a notorious public figure, and wildly popular with the poorer classes.
1821: Mathematician, physicist, astronomer, and crime-fighter Pierre-Simon Laplace publishes new class of Gnomon algorithm functions which detect and prevent crimes against mathematical constants.
1881: Physicist and chemist Richard C. Tolman born. He will make important contributions to theoretical cosmology in the years soon after Einstein's discovery of general relativity.
1931: US Navy says Carnivorous dirigibles cannot be tamed, should be put down.
2007: Mathematician Hing Tong dies. He made contributions to algebraic topology, including a proof of the Katetov–Tong insertion theorem.
2007: Math photographer Cantor Parabola publishes new class of Gnomon algorithm functions which uses time crystals to reveal centuries-old events.
2008: Game designer Gary Gygax dies. He co-created the pioneering role-playing game Dungeons & Dragons (D&D) with Dave Arneson.
2016: Cantor Parabola and Gnotilus at Athens hailed as "a triumph of art and crime-fighting." Parabola's work will influence a generation of mathematicians.