Quantum computing explained with a deck of cards | Dario Gil, IBM Research Quantum computing explained with a deck of cards | Dario Gil, IBM Research begin-post-stats MIT Venture Capital & Innovation • 347K views end-post-stats begin-duration 16:35 end-duration Math topics: _Integers_##Integers##_0_(number)_##0 (number)##_1_(number)_##1 (number)##_Multiplication_##Multiplication Other topics: _Quantum_computing_##Quantum computing##_Quantum_computing_##Quantum computing##_Qubit_##Qubit##_Richard_Feynman_##Richard Feynman##_Phase_transitions_##Phase transitions##_Superconductivity_##Superconductivity##_Orders_of_magnitude_(temperature)_##Orders of magnitude (temperature)##_Higgs_boson_##Higgs boson##_Time_##Time##_Abiogenesis_##Abiogenesis##_Superposition_principle_##Superposition principle##_Time_##Time##_Philosophy_of_physics_##Philosophy of physics##_Quantum_mechanics_##Quantum mechanics##_Classical_physics_##Classical physics##_Quantum_machine_##Quantum machine video-id: yy6TV9Dntlw channel_MIT_Venture_Capital_&_Innovation_ So What Learning Integers , Phase transitions , Philosophy of physics , Quantum computing , Time Wednesday, January 10, 2018 Share Share
