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EinsteinPodolskyRosen

The Einstein-Podolsky-Rosen paradox, commonly abbreviated EPR, refers to a 1935 paper by Albert Einstein, Boris Podolsky, and Nathan Rosen that challenges the completeness of quantum mechanics. Published in Physical Review, the work presents a thought experiment involving two particles prepared in a correlated quantum state and then separated by a large distance.

The central claim rests on two ideas: locality and elements of reality. Locality is the assumption that

From these considerations, EPR argued that quantum mechanics cannot provide a complete description of physical reality

Impact and legacy: the EPR argument helped inaugurate the discussion of quantum entanglement and nonlocality. It

a
measurement
performed
on
one
part
of
a
system
cannot
instantaneously
affect
a
distant
part.
Elements
of
reality
are
criteria
proposed
by
EPR:
if,
without
disturbing
a
system,
one
can
predict
with
certainty
the
value
of
a
physical
quantity,
then
there
exists
an
element
of
physical
reality
corresponding
to
that
quantity.
In
their
scenario,
by
choosing
to
measure
either
position
or
momentum
of
one
particle,
an
experimenter
could
predict
with
certainty
the
corresponding
property
of
the
distant
partner.
If
quantum
mechanics
is
complete,
these
distant
properties
should
have
definite
values
only
when
described
by
the
wavefunction;
otherwise,
the
theory
would
be
incomplete.
and
that
a
more
complete
theory
with
hidden
variables
might
exist
to
preserve
locality.
The
paper
sparked
decades
of
debate
about
the
nature
of
reality,
measurement,
and
nonlocal
correlations
in
quantum
systems.
influenced
subsequent
theoretical
work,
including
Bell’s
theorem
in
1964,
which
showed
how
local
hidden-variable
theories
could
be
experimentally
tested.
Experiments
probing
Bell
inequalities
have
largely
supported
quantum
predictions,
though
loopholes
remain
in
some
tests.
The
EPR
paradox
remains
a
foundational
reference
in
discussions
of
the
interpretation
of
quantum
mechanics
and
the
role
of
entanglement
in
quantum
information
science.