aparent
Joined 12 years ago
Joined 12 years ago
This is a great explanation of the process of learning about quantum mechanics.
A good test once you start to think you have figured things out is to check how your own conceptual model deals with Bell violations or experiments like: https://en.wikipedia.org/wiki/Quantum_eraser_experiment
The receiver does some operation on their entangled photon based on the results of the senders measurements. After these operations their entangled photon will be in the exact same state as the sent photon.
So to answer your question, information is transmitted classically but that information would not be enough without the use of entanglement.
This article is about the implementation of an asymmetric protocol based on the RLWE (https://en.wikipedia.org/wiki/Ring_Learning_with_Errors) problem.
Out of interest, why do you think this?
"Thus, collectively the findings provide little evidence that in euthyroid, iodine-replete individuals, soy foods, or isoflavones adversely affect thyroid function. In contrast, some evidence suggests that soy foods, by inhibiting absorption, may increase the dose of thyroid hormone required by hypothyroid patients. However, hypothyroid adults need not avoid soy foods. In addition, there remains a theoretical concern based on in vitro and animal data that in individuals with compromised thyroid function and/or whose iodine intake is marginal soy foods may increase risk of developing clinical hypothyroidism. Therefore, it is important for soy food consumers to make sure their intake of iodine is adequate."
"Clinical studies show no effects of soy protein or isoflavones on reproductive hormones in men: results of a meta-analysis." https://www.ncbi.nlm.nih.gov/pubmed/19524224
Also you say that you have not seen enough studies to rule these out; what studies have you seen to make you believe they might be an issue?
To be in NP-complete a problem must both be in NP and every problem in NP must have a polynomial time reduction to it. This means that NP-complete is fully contained in NP and in fact smaller if P!=NP.
For example P is contained in NP and if P!=NP then no problems in P are in NP-complete.