Computing Quantum Number in Quantum Computer
Quantum Computing with Python-Qiskit; Project on 'Qubit State Encode-Decode for Complex Number' & Arithmetic Operations.
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1 hour
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Jun 2022
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$24.99
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What you will learn
Python in Google Colab, Qiskit in Jupyter Notebook and IBM Q Experience.
Stereographic projection between '2-D point (x, y)' & '3-D point (u, v, w)' and Riemann sphere.
Development of a qubit state: |qubit> in term of the input complex number Z(x, y) = x+iy, i.e. |qubit(x, y)>. And, representation on Bloch sphere.
Development of a qubit state as function over input function f(x, y), i.e. dancing qubit.
Coding for the encoded qubit state |qubit(x, y)> in Google Colab, i.e. for the complex encoded stereographic based qubit state.
Coding for state preparation and quantum gates using qiskit in Jupyter Notebook.
Development of arithmetic operations using stereographic qubit state.
Development of 'non-stereographic qubit state' for input number.
Development of arithmetic operations using non-stereographic qubit state.
Coding for non-stereographic qubit state with qiskit in Jupyter Notebook.
Coding for arithmetic operations using non-stereographic qubit state with qiskit in Jupyter Notebook.
Coding of quantum gates in IBM Q Experience.
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4569794
udemy ID
2/25/2022
course created date
6/11/2022
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