I've heard the claim that some
aspects of string theory are used to improve Monte-Carlo
simulations of lattice QCD, for example by people working at the
LHC. I know a bit about Monte-Carlo methods in lattice QCD, but
have no idea of how string theory ideas are applied to QCD at all,
so I'd like to ask for
a short explanation of how and why string theory ideas are
applied to QCD in general and
how they can be used...
Time series models and Monte Carlo simulations are complex but
valuable tools in analyzing risk.
Define the following terms in relation to Monte Carlo
simulations: time series equations, volatility, normal
distributions, mean reversion, long-term equilibrium, and Monte
Carlo simulation.
How do the terms relate to stochastic analysis?
Time series models and Monte Carlo simulations are complex but
valuable tools in analyzing risk.
Define the following terms in relation to Monte Carlo
simulations: time series equations, volatility, normal
distributions, mean reversion, long-term equilibrium, and Monte
Carlo simulation.
How do the terms relate to stochastic analysis?
Given the results after running the simulations, describe how
simulations can be used in estimating profits given the uncertainty
in costs and revenue?