Template:Selected anniversaries/April 16: Difference between revisions

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File:Gottfried Wilhelm Leibniz.jpg|link=Gottfried Wilhelm Leibniz (nonfiction)|1673: [[Gottfried Wilhelm Leibniz (nonfiction)|Leibniz]] wrote to Oldenburg about series: "I conjecture that Mr. Collins himself does not speak of these summations of infinite series because he brings forward the example of the series 1/2, 1/3, 1/4, 1/5, 1/6, ... which if it is continued to infinity cannot be summed because the sum is not finite, like the sum of the triangular numbers, but infinite. But now I am cramped by the space of my paper."  
File:Gottfried Wilhelm Leibniz.jpg|link=Gottfried Wilhelm Leibniz (nonfiction)|1673: [[Gottfried Wilhelm Leibniz (nonfiction)|Leibniz]] wrote to Oldenburg about series: "I conjecture that Mr. Collins himself does not speak of these summations of infinite series because he brings forward the example of the series 1/2, 1/3, 1/4, 1/5, 1/6, ... which if it is continued to infinity cannot be summed because the sum is not finite, like the sum of the triangular numbers, but infinite. But now I am cramped by the space of my paper."  


File:Red Eyes Fighting.jpg|link=Red Eyes|1676: Philosopher and crime-fighter ''[[Red Eyes]]'' stops gang of [[Crimes against mathematical constants|math criminals]] from kidnapping [[Gottfried Wilhelm Leibniz (nonfiction)|Leibniz]].
File:Red Eyes Fighting.jpg|link=Red Eyes|1676: Philosopher and crime-fighter ''[[Red Eyes]]'' stops gang of math criminals from kidnapping Gottfried Wilhelm Leibniz.


File:John_Hadley.jpg|link=John Hadley (nonfiction)|1682: Mathematician [[John Hadley (nonfiction)|John Hadley]] born. Hadley will lay claim to the invention of the octant, two years after Thomas Godfrey claims the same. Hadley will also develope ways to make precision aspheric and parabolic objective mirrors for reflecting telescopes.
File:John_Hadley.jpg|link=John Hadley (nonfiction)|1682: Mathematician [[John Hadley (nonfiction)|John Hadley]] born. Hadley will lay claim to the invention of the octant, two years after Thomas Godfrey claims the same. Hadley will also develope ways to make precision aspheric and parabolic objective mirrors for reflecting telescopes.

Revision as of 21:20, 26 January 2022