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Multiple choice
In a local hidden-variable model, Alice's outcome is written
A
(
a
,
λ
)
A(a, \lambda)
A
(
a
,
λ
)
and Bob's as
B
(
b
,
λ
)
B(b, \lambda)
B
(
b
,
λ
)
. What does the LOCALITY assumption require?
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Alice's and Bob's outcomes are perfectly correlated for every pair of settings
Alice's outcome must always equal the negative of Bob's outcome
The hidden variable
λ
\lambda
λ
is chosen after Alice and Bob pick their settings
Alice's outcome depends only on her own setting
a
a
a
and the shared
λ
\lambda
λ
, never on Bob's setting
b
b
b
Check answer