Practical computation of the diffusion MRI signal of realistic neurons based on Laplace eigenfunctions - Li, Jing‐Rebecca; Tran, Try Nguyen; Nguyen, Van‐Dang (NMR in biomedicine, 2020)
Keywords: acceleration; Bioengineering; Biological products; Bloch-Torrey equation; Closed-form representations; Complicated geometry; Computation; Computer Science; Computer simulation; controlled study; Diffusion; diffusion coefficient; diffusion MRI; diffusion weighted imaging; Eigen decomposition; Eigenvalues; Eigenvalues and eigenfunctions; Eigenvectors; Encoding (symbols); extracellular matrix; finite element analysis; Finite element method; finite elements; Formalism; Geometry; Heterogeneous medium; Imaging; inverse Laplace transform; Laplace eigenfunctions; Laplace transforms; Life Sciences; magnetic field; Magnetic field gradient; Magnetic fields; Magnetic resonance imaging; Mathematical analysis; Mathematical models; MATLAB; Matrix algebra; matrix formalism; Matrix methods; Modeling and Simulation; Neurons; Numerical methods; Operators (mathematics); oscillation; Oscillation frequency; Partial differential equations; priority journal; pyramidal nerve cell; Representations; Sequences; Signal encoding; Signal systems; simulation; Simulation and modeling; Simulation framework; surface property; Tissue; diffusion MRI; Bloch-Torrey equation; Laplace eigenfunctions; simulation; Matrix Formalism; finite elements