Day 1 | Bit vs Qubit: what is really encoded
Focus: expand state from 0/1 to an amplitude vector.
Start this stageQUANTUM COURSE
A 0-to-1 path focused on what you actually need: state, gate, measurement, entanglement, algorithms, and noise. One sharp goal per day, no vague survey mode.
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Each page solves one core question with one animation and one focused practice task.
Focus: expand state from 0/1 to an amplitude vector.
Start this stageFocus: separate amplitude from probability and see phase effects.
Start this stageFocus: unify |0>, |1>,
Focus: separate bit flip, phase flip, and basis change.
Start this stageFocus: programmable phase is central to algorithmic power.
Start this stageFocus: include measurement cost in algorithm design.
Start this stageFocus: see single-qubit gates as rotations.
Start this stageFocus: build intuition for spread-then-cancel design.
Start this stageFocus: master the jump from 2D to 4D state space.
Start this stageFocus: inseparable states as source of quantum coordination.
Start this stageFocus: make entanglement advantage testable as correlation.
Start this stageFocus: reason about partially observed quantum systems.
Start this stageFocus: start from target distribution, then back-solve gates.
Start this stageFocus: parallel amplitude query plus interference readout.
Start this stageFocus: structural advantage on promise problems.
Start this stageFocus: treat QFT as a phase decoder.
Start this stageFocus: controlled powers plus inverse QFT pipeline.
Start this stageFocus: decompose Shor into period finding plus classical post-process.
Start this stageFocus: geometric meaning of mark-and-diffuse iterations.
Start this stageFocus: understand the gap between ideal circuits and hardware.
Start this stageFocus: turn knowledge into an executable project loop.
Start this stageMaster state, amplitude, phase and measurement. Without this layer, later algorithms become memorization only.
Train the workflow: design target amplitude flow first, then design the gate sequence.
From QFT and phase estimation to Grover/Shor, then noise and error correction into a project-ready path.