Quantum Minimalism
summary
Argues that classical one-way functions are minimal because they are trivially implied by most primitives, have a simple, robust definition, admit universal combiners, and directly yield crypto; contrasts this with quantum contenders. Shows pseudo-random states require quantum-secure PRFs and quantum GGM proofs (not trivially implied, not a search problem, unclear falsifiability, no known combiners) and that one-way state generators add a verification oracle (search-style, extra correctness, no known combiner). Cites black-box separations placing these below one-way functions.
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chapters (4)
- 0:00The search for minimalism
- 1:33Defining minimal assumptions
- 17:13Case study: Pseudorandom states
- 27:19One-way state generators
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