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What famous black runner ruined Hitler's master race theory at the Berlin Olympics in 1936?
Jesse Owens
What is Hitler's race and space theory?
The idea that the German or so called Aryan race are a "master race" that needed to defend its "pure blood" from groups Hitler labeled "racial degenerates", these include Jews, slavs and others. Hitler believed the Germans needed Lebensraum (living space). This space could be found on the western border of Germany.
Why did Hitler want to create a master race if he wouldn't be in it?
Perhaps he didn't take all aspects of Nazi race theory seriously.
What has the author A G Kurosh written?
A. G Kurosh has written: 'The theory of groups' -- subject(s): Groups, Theory of, Theory of Groups
What theory teaches that some races of human beings superior to others?
In 1870s: the Social Darwinism. 1920s-1930s: Adolf Hitler of Nazi Germany's Aryan master race.
Example of force theory?
Adolf Hitler is an example of the force theory
What is balance theory in team or groups?
The balance theory in teams or groups refers to the study of the special sets.
What has the author Pietrowski written?
Pietrowski has written: 'Extensions of free groups and a classification of one relator groups with nontrivial center' -- subject(s): Groups, Theory of, Theory of Groups
What has the author Puttaswamaiah written?
Puttaswamaiah has written: 'Group representations' -- subject(s): Groups, Theory of, Theory of Groups
What has the author Garrett Birkhoff written?
Garrett Birkhoff has written: 'Lattice theory' 'Hydrodynamics' -- subject(s): Fluid dynamics, Groups, Theory of, Theory of Groups
When did Germany defeat Norway during World War 2?
Norway was taken over by the Germans in 1940.Some Norweigans were Nazi's and they believed in Hitler's Nordic Master Race theory. Enough of them even .
What has the author Michael Aschbacher written?
Michael Aschbacher has written: '3-transposition groups' -- subject(s): Finite groups 'The classification of finite simple groups' -- subject(s): Group theory and generalizations -- Abstract finite groups -- Finite simple groups and their classification, Finite simple groups, Representations of groups, Group theory and generalizations -- Representation theory of groups -- Modular representations and characters 'Fusion systems in algebra and topology' -- subject(s): Combinatorial group theory, Topological groups, Algebraic topology 'The classification of quasithin groups' -- subject(s): Classification, Finite simple groups 'Finite group theory' -- subject(s): Finite groups
