Template:Selected anniversaries/June 3: Difference between revisions

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||1899: Georg von Békésy born ... biophysicist and academic, Nobel Prize laureate. Pic.
||1899: Georg von Békésy born ... biophysicist and academic, Nobel Prize laureate. Pic.


||1900: Adelaide Ames born ... astronomer and academic. Pic search: https://www.google.com/search?q=adelaide+ames
||1900: Adelaide Ames born ... astronomer and academic. Pic search.
   
   
||1900: Leo Picard born ... geologist and academic ... expert in the field of hydrogeology. Pic.
||1900: Leo Picard born ... geologist and academic ... expert in the field of hydrogeology. Pic.
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||1943: In Los Angeles, California, white U.S. Navy sailors and Marines clash with Latino youths in the Zoot Suit Riots.
||1943: In Los Angeles, California, white U.S. Navy sailors and Marines clash with Latino youths in the Zoot Suit Riots.
||1945: German submarine U-1277 is unusual in so much that it either did not receive Dönitz’s surrender order on 8 May 1945, or chose to ignore it. What is known is that she continued her patrol in the North Atlantic for a further month, her crew finally scuttling her on 3 June 1945 off the northern coast of Portugal. All 47 crew disembarked safely from their sinking boat in rubber dinghies and made their way ashore, landing on the beach at Angeiras, Portugal. There they were interned by the Portuguese authorities, and handed over to a British warship a few days later. The crew were not released from a POW camp until 1947.


File:Melvin Dresher.jpg|link=Melvin Dresher (nonfiction)|1964: Mathematician [[Melvin Dresher (nonfiction)|Melvin Dresher]] (Dreszer) detects and prevents a matrix of [[crimes against mathematical constants]] using the game theoretical model of cooperation and conflict known as the Prisoner's Gnomon dilemma.
File:Melvin Dresher.jpg|link=Melvin Dresher (nonfiction)|1964: Mathematician [[Melvin Dresher (nonfiction)|Melvin Dresher]] (Dreszer) detects and prevents a matrix of [[crimes against mathematical constants]] using the game theoretical model of cooperation and conflict known as the Prisoner's Gnomon dilemma.

Revision as of 07:46, 7 August 2021