Template:Selected anniversaries/August 18: Difference between revisions

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||1908: Frederick Bawden born ... plant pathologist whose research interest was in plant viruses, and how best to ensure that a farmer could grow healthy and productive crops. With his associates, in 1937, he discovered that the tobacco mozaic virus contained ribonucleic acid (RNA). Nucleic acids were known to be present in all cells, but this was the first time that RNA was observed in a virus, which is a subcellular infectious agent. Pic: https://www.todayinsci.com/8/8_18.htm
||1908: Frederick Bawden born ... plant pathologist whose research interest was in plant viruses, and how best to ensure that a farmer could grow healthy and productive crops. With his associates, in 1937, he discovered that the tobacco mozaic virus contained ribonucleic acid (RNA). Nucleic acids were known to be present in all cells, but this was the first time that RNA was observed in a virus, which is a subcellular infectious agent. Pic: https://www.todayinsci.com/8/8_18.htm


File:Vilfredo Pareto 1870s.jpg|link=Vilfredo Pareto (nonfiction)|1909: Engineer, sociologist, economist, and crime analyst [[Vilfredo Pareto (nonfiction)|Vilfredo Pareto]] publishes new wealth distribution model which uses [[Gnomon algorithm]] techniques to detect and locate the alleged exotic materials known as [[Corinthium]] and [[Malvoleum]].
File:Vilfredo Pareto 1870s.jpg|link=Vilfredo Pareto (nonfiction)|1909: Engineer, sociologist, economist, and crime analyst [[Vilfredo Pareto (nonfiction)|Vilfredo Pareto]] publishes new wealth distribution model which uses [[Gnomon algorithm]] techniques to detect and locate exotic materials such as [[Corinthium]] and [[Malvoleum]].


File:Pál Turán.jpg|link=Pál Turán (nonfiction)|1910: Mathematician [[Pál Turán (nonfiction)|Pál Turán]] born. He will work primarily in number theory, but also contribute to analysis and graph theory.
File:Pál Turán.jpg|link=Pál Turán (nonfiction)|1910: Mathematician [[Pál Turán (nonfiction)|Pál Turán]] born. He will work primarily in number theory, but also contribute to analysis and graph theory.

Revision as of 06:21, 18 August 2018