In this current study a generalized super-efficiency model is first proposed for ranking extreme efficient decision making units (DMUs) in stochastic data envelopment analysis (DEA) and then, a deterministic (crisp) equivalent form of the stochastic generalized super-efficiency model is presented. It is shown that this deterministic model can be converted to a quadratic programming model. So fa...

Abstract The Wigner formalism is a convenient way of describing quantum mechanical effects through framework distribution functions in phase space. Currently, there are stochastic and deterministic approaches use. In our method, the critical discretization diffusion term done utilization an integral formulation equation. This method studied context superposed states as precursor to simulations ...

In this paper, a Multi-Choice Stochastic Bi-Level Programming Problem (MCSBLPP) is considered where all the parameters of constraints are followed by normal distribution. The cost coefficients of the objective functions are multi-choice types. At first, all the probabilistic constraints are transformed into deterministic constraints using stochastic programming approach. Further, a general tran...

in this current study a generalized super-efficiency model is first proposed for ranking extreme efficient decision making units (dmus) in stochastic data envelopment analysis (dea) and then, a deterministic (crisp) equivalent form of the stochastic generalized super-efficiency model is presented. it is shown that this deterministic model can be converted to a quadratic programming model. so fa...

Mixed quantum-classical dynamics provides an efficient way of simulating the quantum subsystems coupled to many-body environments. Many processes, including proton-transfer reactions, electron-transfer and vibrational energy transport, for example, take place in such open systems. The most accurate algorithms performing mixed simulations require very large ensembles trajectories obtain converge...