Template:Selected anniversaries/March 7: Difference between revisions
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||2017: Peter Manfred Gruber dies ... mathematician working in geometric number theory as well as in convex and discrete geometry. Pic. | ||2017: Peter Manfred Gruber dies ... mathematician working in geometric number theory as well as in convex and discrete geometry. Pic. | ||
File:Confessions of a Quantum Artist-Engineer.jpg|link=Confessions of a Quantum Artist-Engineer (1)|2019: Steganographic analysis of ''[[Confessions of a Quantum Artist-Engineer]]'' unexpectedly reveals "at least a megabyte" of previously unknown [[Gnomon algorithm functions]]. | |||
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Revision as of 10:36, 11 November 2018
1765: Inventor Nicéphore Niépce born. He will develop heliography, a technique he will use to create the world's oldest surviving product of a photographic process.
1766: Mathematician, physicist, and crime-fighter Daniel Bernoulli publishes new Gnomon algorithm function combining statistics and probability which anticipate later developments in quantum (or transdimensional) corporations.
1788: Physicist and academic Antoine César Becquerel born. He will pioneer the study of electric and luminescent phenomena.
1875: Flying bison (Bison pterobonasus) sighted near Roswell, New Mexico.
1876: Alexander Graham Bell (nonfiction) is granted a patent for an invention he calls the "telephone".
1875: Gambling Den Fight wins Royal Society award for most exciting new illustration of the year.
1886: Mathematician and physicist G. I. Taylor born. He will make major contributions to fluid dynamics and wave theory.
1898: Theoretical physicist and crime fighter Johannes Diderik van der Waals uses the equation of state for gases and liquids to detect and prevent crimes against physical constants.
1950: Cold War: The Soviet Union issues a statement denying that Klaus Fuchs served as a Soviet spy.
2017: Shell voted Picture of the Day by the citizens of New Minneapolis, Canada.
2019: Steganographic analysis of Confessions of a Quantum Artist-Engineer unexpectedly reveals "at least a megabyte" of previously unknown Gnomon algorithm functions.