# Questions tagged [interactive-proofs]

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### IP, MIP and MIP* with super-polynomial verifier

Regarding each of the above classes, what are the currently known upper bounds when the verifier is given more than polynomial power? Specifically, when do we reach ALL in each of the above classes ...
105 views

### Quantum complexity of TQBF with an untrusted oracle

This is a follow up to Quantum complexity of TQBF, trying to model the situation where we have good heuristics. Let $L$ be the language of true, fully alternating totally quantified boolean formulas ...
145 views

### Why can MIP be restricted to just two provers?

In several places I see it referred to that the MIP class can be assumed to be two interactive provers that don't communicate with each other, rather than any polynomial number of provers. Why are ...
261 views

### Does MIP* = RE algebrize?

Does the MIP* = RE result algebrize? (It doesn’t relativize, as noted here.) If it doesn’t algebrize, is there a more complicated similar notion that it does satisfy?
112 views

### Is finding square roots as hard as factoring, when coins are *public* and the square root oracle is adversarial?

Background: There is a well known argument (due to Rabin) that demonstrates that if one has access to an machine that computes square roots of elements in $\mathbb{Z}_n$, with $n = pq$, then $n$ can ...
593 views

### Does the MIP* = RE proof work for limited provers?

MIP* = RE shows that two arbitrarily strong entangled provers can convince a verifier of instances of the halting problem. Now assume that we have two entangled provers that are only capable of ...
436 views

### If $P=BPP$, then Is it correct that $IP=NP$?

This is my first question in this site. I ask this question since I got no comment and no answer for one year and two months in cs.stackexchange and it was automatically deleted by the system. So, ...
123 views

### Separation of AM and SZK

Are any results on the separation of AM from SZK known (e.g. relativized separation, or a separation assuming one-way functions exist, etc.)?
66 views

### QPIP minimal client quantum capabilities

It is conjectured that classical (BPP) client blind quantum computing is implausible according to Aaronson et al: https://www.researchgate.net/publication/...