Develops a fourth-order scalar equation for purely toroidal linear waves on a differentially rotating sphere, proves well-posedness under explicit rotation conditions, and demonstrates local unique identifiability plus convergence of Nesterov-Landweber regularization for the inverse problem of joint
Levenberg–Marquardt method for solving inverse problem of MRE based on the modified stationary Stokes system
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Linear toroidal-inertial waves on a differentially rotating sphere with application to helioseismology: Modeling, forward and inverse problems
Develops a fourth-order scalar equation for purely toroidal linear waves on a differentially rotating sphere, proves well-posedness under explicit rotation conditions, and demonstrates local unique identifiability plus convergence of Nesterov-Landweber regularization for the inverse problem of joint