- In
statistics and physics,
multicanonical ensemble (also
called multicanonical sampling or flat histogram) is a
Markov chain Monte Carlo sampling technique...
-
important method to
obtain the
density of
states required to
perform a
multicanonical simulation. The Wang–Landau
algorithm can be
applied to any
system which...
-
algorithm has some
advantages over
other common algorithms such as
multicanonical simulations and
parallel tempering. For example, the
density of states...
- Okamoto, Yuko (2007-03-21). "Residual
entropy of
ordinary ice from
multicanonical simulations".
Physical Review B. 75 (9): 092202. arXiv:cond-mat/0609211...
- accelerated-MD simulations,
replica exchange simulations, metadynamics,
multicanonical MD simulations, or
methods using co****-grained
representation with...
-
those systems with "rough
energy landscapes", the
multicanonic approach can be used. The
multicanonic approach uses a
different choice for
importance sampling:...
-
Machines — 1953
article proposing the
Metropolis Monte Carlo algorithm Multicanonical ensemble —
sampling technique that uses Metropolis–Hastings to compute...
-
emeritus Dirac Professor of
Physics at the
Florida State University. His
multicanonical approach to
computer simulations is po****r in
structural biology.[citation...
-
ferromagnetic Ising model or
fully frustrated Ising model), the
scaling of the
Multicanonic simulation is N 2 {\displaystyle N^{2}} ,
better than N 2 + z {\displaystyle...
- c_{1}^{2}=2(m-3)^{2},c_{2}=4m^{2}-6m+6.}
Bombieri (1973)
proved that the
multicanonical map φnK for a
complex surface of
general type is a
birational isomorphism...
