In this paper, the perturbed matrix method (PMM) is used in combination with basic statistical mechanics, to develop a general theoretical method to model chemical reactions and related molecular processes in complex systems, i.e., liquids, biochemical systems, macromolecules, etc. The main feature of this approach consists of the explicit treatment of the coupling between the reaction center and the fluctuating atomic-molecular environment, providing a rigorous statistical mechanical description of the chemical event. A special attention is dedicated to the approximations and assumptions necessary to use such a theoretical procedure in combination with simulation data
A variety of quantum mechanical methods have been developed and applied to the study of highly energ...
The Perturbed Matrix Method (PMM) approach to be used in combination with Molecular Dynamics (MD) tr...
One can reformulate chemical master equations of the stochastic reaction network into a partial diff...
In this paper, the perturbed matrix method (PMM) is used in combination with basic statistical mecha...
The free energy profile and the (classical) kinetics of chemical reactions in (soft) condensed phase...
In macro, the method and concept of statistical physics can be a powerful tool in analytical and num...
In this thesis, we present novel computational methods and frameworks to address the challenges asso...
In this paper, by using the perturbed matrix method (PMM) in combination with basic statistical mech...
The choice of the state space representation of a system can turn into a prominent advantage or burd...
Following chemical reactions in atomistic detail is one of the most challenging aspects of current c...
By using rigorous statistical mechanical derivations we obtain a general theoretical model providing...
The Perturbed Matrix Method (PMM) approach to be used in combination with Molecular Dynamics (MD) tr...
Computational modelling is an indispensable tool to study the dynamics of biological systems. A stoc...
The Perturbed Matrix Method (PMM) approach to be used in combination with Molecular Dynamics (MD) tr...
A variety of quantum mechanical methods have been developed and applied to the study of highly energ...
The Perturbed Matrix Method (PMM) approach to be used in combination with Molecular Dynamics (MD) tr...
One can reformulate chemical master equations of the stochastic reaction network into a partial diff...
In this paper, the perturbed matrix method (PMM) is used in combination with basic statistical mecha...
The free energy profile and the (classical) kinetics of chemical reactions in (soft) condensed phase...
In macro, the method and concept of statistical physics can be a powerful tool in analytical and num...
In this thesis, we present novel computational methods and frameworks to address the challenges asso...
In this paper, by using the perturbed matrix method (PMM) in combination with basic statistical mech...
The choice of the state space representation of a system can turn into a prominent advantage or burd...
Following chemical reactions in atomistic detail is one of the most challenging aspects of current c...
By using rigorous statistical mechanical derivations we obtain a general theoretical model providing...
The Perturbed Matrix Method (PMM) approach to be used in combination with Molecular Dynamics (MD) tr...
Computational modelling is an indispensable tool to study the dynamics of biological systems. A stoc...
The Perturbed Matrix Method (PMM) approach to be used in combination with Molecular Dynamics (MD) tr...
A variety of quantum mechanical methods have been developed and applied to the study of highly energ...
The Perturbed Matrix Method (PMM) approach to be used in combination with Molecular Dynamics (MD) tr...
One can reformulate chemical master equations of the stochastic reaction network into a partial diff...