Kurt Godel: The World's Most Incredible Mind (Part 1 of 3)

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globalbeehive • 257K views

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Math topics:

_Abstract_algebra_##Abstract algebra##_1_(number)_##1 (number)##_Natural_number_##Natural number##_Power_set_##Power set##_Set_theory_##Set theory##_Empty_set_##Empty set##_Cardinality_##Cardinality##_Infinite_set_##Infinite set##_Element_(mathematics)_##Element (mathematics)##_Proof_theory_##Proof theory##_Axiomatic_system_##Axiomatic system##_Consistency_##Consistency##_Completeness_(logic)_##Completeness (logic)

Other topics:

_Mathematical_logic_##Mathematical logic##_Set_(mathematics)_##Set (mathematics)##_Set_theory_##Set theory##_Mathematical_logic_##Mathematical logic##_Philosophers_of_science_##Philosophers of science##_Isaac_Newton_##Isaac Newton##_Aristotle_##Aristotle##_Albert_Einstein_##Albert Einstein##_Abstraction_##Abstraction##_Logic_##Logic##_Infinity_##Infinity##_Mathematician_##Mathematician##_Ontology_##Ontology##_Intuition_##Intuition##_Idea_##Idea##_Bertrand_Russell_##Bertrand Russell##_Logic_##Logic##_Reason_##Reason##_Truth_value_##Truth value##_Logical_consequence_##Logical consequence

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So What Learning

Abstract algebra , Abstraction , Logic , Mathematical logic , Ontology , Philosophers of science , Proof theory , Set theory

Sunday, January 21, 2018

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