Towards tensor-based methods for the numerical approximation of the Perron-Frobenius and Koopman operator

Mathematics

• Tensor 100%
• Finite Frobenius Ring 100%
• Numerical Approximation 100%
• Eigenfunction 100%
• Rank Tensor 75%
• Dynamic Mode Decomposition 50%
• System Behavior 50%
• Stochastic Differential Equation 25%
• Linear Operator 25%
• Curse of Dimensionality 25%
• Dimensional Operator 25%
• Tensor Decomposition 25%
• Frobenius-Perron Operator 25%
• Dimensional Dynamical System 25%
• Approximates 25%
• Dynamical System 25%
• Eigenvalue Problem 25%
• Numerical Methods 25%
• Eigenvalue 25%
• Dimensional System 25%

Engineering

• Eigenvector 100%
• Rank Tensor 75%
• Eigenvalue 50%
• System Behavior 50%
• Mode Dynamic 50%
• Stochastic Differential 25%
• Reformulation 25%
• Dimensional System 25%
• Dimensional Approximation 25%
• Dimensionality 25%
• Illustrates 25%
• Numerical Methods 25%
• Linear Operator 25%

INIS

• approximations 100%
• tensors 100%
• eigenfunctions 57%
• dynamics 42%
• decomposition 42%
• eigenvalues 28%
• dynamical systems 28%
• gain 14%
• reduction 14%
• stochastic processes 14%
• differential equations 14%
• coupling 14%