QuantumComputinglib learn · inspect · formalize
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QuantumComputingBench · graph-grounded exercise book

Wire Placement

Start with dimensions, inner products, isometries and explicit conventions. The same foundations support state preparation, block encoding and later quantum-information arguments.

Back to Shared mathematical foundations

These links open the shared core's formal companion panel. Each card distinguishes admitted fixed-reference views from pending formalization. Preserve the exact core contract and split; a formal view is not another core.

train · proof · formal view pending

Exercise LA-013

Let sigma be a bijection of the N physical wires, sigma:Fin N equiv Fin N. Its INDUCED bitstring bijection is R_sigma(b)(w)=b(sigma^{-1}(w)); define P by P|b>=|R_sigma(b)>. Thus P is specifically this wire-induced basis …

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test_public · concept · formal view pending

Exercise LA-014

A circuit uses only single-qubit rotations, bit flips and controlled bit flips. A bijection relabels all physical wires, preserving which wire controls which target. Which of total instruction count, rotation count and c…

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