What would the most valuable quantum solver look like, from an algorithmic perspective?

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Imagine access to a large, fault‑tolerant quantum computer (or an accurate large‑scale simulator) that can run deep non‑Clifford circuits. From today’s knowledge of quantum algorithms, which capability would be most valuable in practice: a generic QUBO/Ising optimizer (QAOA‑style) that reliably outperforms the best classical heuristics on real NP‑hard instances (routing, scheduling, portfolio, docking), a high‑precision quantum chemistry engine (QPE / qubitization / VQE) that can compute ground‑state energies and reaction profiles at scale, Shor‑class cryptanalytic capabilities, or something more niche (e.g., fast Monte Carlo, HHL‑type linear solvers, etc.)? What criteria would you use to label a quantum capability as a genuine “killer app” (speedup type, problem size regime, economic value, verification, etc.)? submitted by /u/Individual_Yard846 [link] [comments]
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