Template:Are You Sure/October 8: Difference between revisions
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[[File:Shaver Mystery Amazing Stories.jpg|link=Richard Sharpe Shaver (nonfiction)|The June 1947 issue of ''Amazing Stories'' featured the "Shaver Mystery" by Richard Sharpe Shaver. | |||
|link=Richard Sharpe Shaver (nonfiction)|175px|thumb|'''[[Richard Sharpe Shaver (nonfiction)|Richard Sharpe Shaver]]''' achieved notoriety with his stories in which he claimed that he had personal experience with a sinister, ancient civilization that harbors fantastic technology in caverns under the earth. <br>Image: ''Amazing Stories'' (June 1947).]] | |||
• ... that mathematician '''[[Joseph Wedderburn (nonfiction)|Joseph Wedderburn]]''' showed that every semisimple algebra finite-dimensional can be constructed as a direct sum of simple algebras, and that every simple algebra is isomorphic to a matrix algebra for some division ring; and that the Artin–Wedderburn theorem generalizes this result with the ascending chain condition? | • ... that mathematician '''[[Joseph Wedderburn (nonfiction)|Joseph Wedderburn]]''' showed that every semisimple algebra finite-dimensional can be constructed as a direct sum of simple algebras, and that every simple algebra is isomorphic to a matrix algebra for some division ring; and that the Artin–Wedderburn theorem generalizes this result with the ascending chain condition? | ||
• ... that theoretical physicist '''[[Tullio Regge (nonfiction)|Tullio Regge]]''' introduced Regge calculus, a simplicial formulation of general relativity; and that Regge calculus was the first discrete gauge theory suitable for numerical simulation, and an early relative of lattice gauge theory? | • ... that theoretical physicist '''[[Tullio Regge (nonfiction)|Tullio Regge]]''' introduced Regge calculus, a simplicial formulation of general relativity; and that Regge calculus was the first discrete gauge theory suitable for numerical simulation, and an early relative of lattice gauge theory? |
Revision as of 06:07, 8 October 2020
• ... that mathematician Joseph Wedderburn showed that every semisimple algebra finite-dimensional can be constructed as a direct sum of simple algebras, and that every simple algebra is isomorphic to a matrix algebra for some division ring; and that the Artin–Wedderburn theorem generalizes this result with the ascending chain condition?
• ... that theoretical physicist Tullio Regge introduced Regge calculus, a simplicial formulation of general relativity; and that Regge calculus was the first discrete gauge theory suitable for numerical simulation, and an early relative of lattice gauge theory?