Ab initio multiple spawning (AIMS) offers a reliable strategy to describe the excited-state dynamics and nonadiabatic processes of molecular systems. AIMS represents nuclear wavefunctions as linear combinations of traveling, coupled Gaussians called trajectory basis functions (TBFs) and uses a spawning algorithm to increase as needed the size of this basis set during nonadiabatic transitions. While the success of AIMS resides in this spawning algorithm, the dramatic increase in TBFs generated by multiple crossings between electronic states can rapidly lead to intractable dynamics. In this Communication, we introduce a new flavor of AIMS, coined ab initio multiple spawning with informed stochastic selections (AIMSWISS), which proposes a...
This Chapter describes themethod for non-adiabatic quantum molecular dynamics called Full Multiple S...
We propose and test an extension of the energy-grained master equation (EGME) for treating nonadiaba...
This Chapter describes themethod for non-adiabatic quantum molecular dynamics called Full Multiple S...
Ab initio multiple-spawning (AIMS) describes the nonadiabatic dynamics of molecules by expanding nuc...
Ab initio multiple-spawning (AIMS) describes the nonadiabatic dynamics of molecules by expanding nuc...
Ab initio multiple-spawning (AIMS) describes the nonadiabatic dynamics of molecules by expanding nuc...
Ab initio multiple-spawning (AIMS) describes the nonadiabatic dynamics of molecules by expanding nuc...
Full multiple spawning (FMS) offers an exciting framework for the development of strategies to simul...
We present a new algorithm for ab initio quantum nonadiabatic molecular dynamics that combines the b...
Simulating the dynamics of a molecule initiated in an excited electronic state constitutes a rather ...
Full multiple spawning offers an in principle exact framework for excited-state dynamics, where nucl...
Trajectory surface hopping and ab initio multiple spawning are two commonly em ployed methods for s...
The nuclear dynamics of molecules following photoexcitation are fundamentally quantum dynamical proc...
We present a new implementation of the Ab Initio Multiple Cloning (AIMC) method, which is applied fo...
We present a new implementation of the Ab Initio Multiple Cloning (AIMC) method, which is applied fo...
This Chapter describes themethod for non-adiabatic quantum molecular dynamics called Full Multiple S...
We propose and test an extension of the energy-grained master equation (EGME) for treating nonadiaba...
This Chapter describes themethod for non-adiabatic quantum molecular dynamics called Full Multiple S...
Ab initio multiple-spawning (AIMS) describes the nonadiabatic dynamics of molecules by expanding nuc...
Ab initio multiple-spawning (AIMS) describes the nonadiabatic dynamics of molecules by expanding nuc...
Ab initio multiple-spawning (AIMS) describes the nonadiabatic dynamics of molecules by expanding nuc...
Ab initio multiple-spawning (AIMS) describes the nonadiabatic dynamics of molecules by expanding nuc...
Full multiple spawning (FMS) offers an exciting framework for the development of strategies to simul...
We present a new algorithm for ab initio quantum nonadiabatic molecular dynamics that combines the b...
Simulating the dynamics of a molecule initiated in an excited electronic state constitutes a rather ...
Full multiple spawning offers an in principle exact framework for excited-state dynamics, where nucl...
Trajectory surface hopping and ab initio multiple spawning are two commonly em ployed methods for s...
The nuclear dynamics of molecules following photoexcitation are fundamentally quantum dynamical proc...
We present a new implementation of the Ab Initio Multiple Cloning (AIMC) method, which is applied fo...
We present a new implementation of the Ab Initio Multiple Cloning (AIMC) method, which is applied fo...
This Chapter describes themethod for non-adiabatic quantum molecular dynamics called Full Multiple S...
We propose and test an extension of the energy-grained master equation (EGME) for treating nonadiaba...
This Chapter describes themethod for non-adiabatic quantum molecular dynamics called Full Multiple S...