- In mathematics, a
binary operation is
commutative if
changing the
order of the
operands does not
change the result. It is a
fundamental property of many...
-
other effects. A
central open
question remains:
evidence suggests that
noncommuting charges can both
hinder and
enhance thermalization,
revealing a conceptual...
-
analogue of the
formula det(AB) = det(A) det(B), for
certain matrices with
noncommuting entries,
related to the
representation theory of the Lie
algebra g l...
-
quantum mechanics when the idea that
observables are
represented by
noncommuting operators was
still new and strange, some
people spoke of
quantum observables...
- in B. If xy = yx, then ex + y = exey, but this
identity can fail for
noncommuting x and y. Some
alternative definitions lead to the same function. For...
- for
which xy is not
necessarily equal to yx). One
imagines that
these noncommuting objects are
coordinates on some more
general notion of "space" and proves...
- Sothanaphan, Nat (January 2017). "Determinants of
block matrices with
noncommuting blocks".
Linear Algebra and Its Applications. 512: 202–218. arXiv:1805...
-
Christopher A.; Jozsa, Richard; Schumacher,
Benjamin (1996-04-08). "
Noncommuting Mixed States Cannot Be Broadcast".
Physical Review Letters. 76 (15):...
-
superconducting qubits with pair-wise
coupling by
simultaneously applying noncommuting operations. Any
reversible gate can be
implemented on a
quantum computer...
-
Quantum stochastic calculus is a
generalization of
stochastic calculus to
noncommuting variables. The
tools provided by
quantum stochastic calculus are of great...
