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An implementation of Grover's quantum search algorithm using 5 qubits and 3 classical bits for measurement. Grover's algorithm provides a quadratic speedup for searching an unsorted database, finding a marked item in O(√N) time compared to O(N) classically.
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The circuit demonstrates the key components of Grover's algorithm:
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- Initialization with Hadamard gates to create superposition
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- Oracle function that marks the target solution
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- Diffusion operator for amplitude amplification
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A quantum version of the Magic 8-Ball fortune teller implemented as a Jupyter notebook using Qiskit. This experiment uses 3 qubits in superposition to generate 8 equally likely outcomes (2³ = 8), each mapped to a different fortune-telling answer.
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The notebook demonstrates:
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- Creating quantum circuits with superposition using Hadamard gates
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- Measuring quantum states and interpreting results
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- Running circuits on both quantum simulators and real IBM quantum hardware
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