Pages that link to "Item:Q5244937"
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The following pages link to Inverse source problem in a one-dimensional evolution linear transport equation with spatially varying coefficients: application to surface water pollution (Q5244937):
Displaying 12 items.
- Identification of time active limit with lower and upper bounds of total amount loaded by unknown sources in 2D transport equations (Q519160) (← links)
- Identification of a space- and time-dependent source in a variable coefficient advection-diffusion equation from Dirichlet and Neumann boundary measured outputs (Q2122159) (← links)
- An efficient two-level overlapping domain decomposition method for recovering unsteady sources of 3D parabolic problems (Q2122603) (← links)
- Unsupervised machine learning based on non-negative tensor factorization for analyzing reactive-mixing (Q2222331) (← links)
- Identification of release sources in advection-diffusion system by machine learning combined with Green's function inverse method (Q2295911) (← links)
- Inverse source problem based on two dimensionless dispersion-current functions in 2D evolution transport equations (Q2520112) (← links)
- Some remarks on a class of inverse problems related to the parabolic approximation to the Maxwell equations: a controllability approach (Q2795397) (← links)
- Identification of separable sources for advection-diffusion equations with variable diffusion coefficient from boundary measured data (Q2974010) (← links)
- (Q4271695) (← links)
- Detection-Identification of multiple unknown time-dependent point sources in a 2<i>D</i> transport equation: application to accidental pollution (Q4638130) (← links)
- Dispersion–current adjoint functions for monitoring accidental sources in 3D transport equations (Q5035866) (← links)
- The recovery of a time-dependent point source in a linear transport equation: application to surface water pollution (Q5191269) (← links)
