QUANTUM COMPUTING SIMULATION

▸ Initializing qubit |0⟩ & the Bloch sphere…
▸ Loading quantum gates H · X · Z · CNOT
▸ Calibrating superposition α|0⟩+β|1⟩ (|α|²+|β|²=1)
▸ Building the circuit & measurement (Born rule)
▸ Cooling, isolating noise (decoherence)…
▸ Ready — Online. ✅
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⌂ Mind & Machine

Simulation room Quantum computing

Quantum Computing — qubit · gates · entanglement
Online
qubit · superposition · gate · measure
Measurement probability
🔵 Qubit state
Qubit state
Probability |0⟩
Probability |1⟩
Qubits
Gate applied
Measurement result
Viewing
Notes
A qubit is a superposition α|0⟩+β|1⟩ (|α|²+|β|²=1). Measuring makes it "collapse" to 0 or 1 with probability |amplitude|². n qubits ↔ 2ⁿ amplitudes — powerful, but only for a few problems (Shor, Grover).
Apply gates H/X/Z/CNOT to rotate the Bloch arrow · click Measure to collapse the state · pick a "Scenario" (superposition / entanglement / measure) · click a concept for details
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Distribution of measurement results over many runs (histogram) ratio 0ratio 1