- analogously,
POVMs are
necessary to
describe the
effect on a
subsystem of a
projective measurement performed on a
larger system.
POVMs are the most general...
-
positive operator-valued
measures (SIC-
POVMs) are a
particular type of
generalized measurement (
POVM). SIC-
POVMs are
particularly notable thanks to their...
- analogously,
POVMs are
necessary to
describe the
effect on a
subsystem of a
projective measurement performed on a
larger system.
POVMs are the most general...
- analogously,
POVMs are
necessary to
describe the
effect on a
subsystem of a
projective measurement performed on a
larger system.
POVMs are the most general...
-
positive operator-valued
measures (
POVMs)
describe the
effect on a
subsystem of a
measurement performed on a
larger system.
POVMs are
extensively used in quantum...
- \{p_{0},p_{1}\}} and
POVMs { E 0 , E 1 } {\displaystyle \{E_{0},E_{1}\}} .
Since ∑ i E i = I {\displaystyle \sum _{i}E_{i}=I} for all
POVMs, E 1 = I − E 0 {\displaystyle...
- 313–354. ISBN 978-1-107-02625-4. OCLC 967938939. Zhu,
Huangjun (2010). "SIC
POVMs and
Clifford groups in
prime dimensions".
Journal of
Physics A: Mathematical...
-
measurement with a
conditional unitary, and also
reduce to CPTP maps and
POVMs when
ignore measurement outcomes and
state evolution, respectively. In John...
- symmetric, informationally-complete,
positive operator-valued
measures (SIC-
POVMs).
QBist foundational research stimulated interest in
these structures, which...
- {\displaystyle R} , then V {\displaystyle V} is smooth. Zauner's conjecture: do SIC-
POVMs exist in all dimensions? Zilber–Pink
conjecture that if X {\displaystyle...
