Data-informed inverse design by product usage information: a review, framework and outlook
L Hou, RJ Jiao - Journal of Intelligent Manufacturing, 2020 - Springer
A significant body of knowledge exists on inverse problems and extensive research has
been conducted on data-driven design in the past decade. This paper provides a …
been conducted on data-driven design in the past decade. This paper provides a …
A finite-time convergent and noise-rejection recurrent neural network and its discretization for dynamic nonlinear equations solving
W Li, L Xiao, B Liao - IEEE Transactions on Cybernetics, 2019 - ieeexplore.ieee.org
The so-called zeroing neural network (ZNN) is an effective recurrent neural network for
solving dynamic problems including the dynamic nonlinear equations. There exist numerous …
solving dynamic problems including the dynamic nonlinear equations. There exist numerous …
Shape reconstruction of the multi-scale rough surface from multi-frequency phaseless data
G Bao, L Zhang - Inverse Problems, 2016 - iopscience.iop.org
We consider the problem of reconstructing the shape of multi-scale sound-soft large rough
surfaces from phases measurements of the scattered field generated by tapered waves with …
surfaces from phases measurements of the scattered field generated by tapered waves with …
Multidimensional sum-up rounding for integer programming in optimal experimental design
J Yu, M Anitescu - Mathematical Programming, 2021 - Springer
We present a numerical method for approximating the solution of convex integer programs
stemming from optimal experimental design. The statistical setup consists of a Bayesian …
stemming from optimal experimental design. The statistical setup consists of a Bayesian …
Structural geosteering constrained multi-trace sparse reflectivity inversion based on mixed norms
L Cheng, S Wang, W Wei, H Gao, Z Yu, C Zhu… - Journal of Applied …, 2020 - Elsevier
Inversion technology is widely used in the seismic field for an image of the subsurface
reflectivity or impedance structure, which is more consistent with geological characteristics …
reflectivity or impedance structure, which is more consistent with geological characteristics …
Spectral decomposition and multifrequency joint amplitude-variation-with-offset inversion based on the neural network
Y Wang, Y Wang - Geophysics, 2023 - library.seg.org
The conventional amplitude-variation-with-offset (AVO) inversion method based on the
amplitude attribute of prestack gathers calculates the elastic parameters of underground …
amplitude attribute of prestack gathers calculates the elastic parameters of underground …
Outlier-insensitive Bayesian inference for linear inverse problems (OutIBI) with applications to space geodetic data
Inverse problems play a central role in data analysis across the fields of science. Many
techniques and algorithms provide parameter estimation including the best-fitting model and …
techniques and algorithms provide parameter estimation including the best-fitting model and …
The inverse problem of heat conduction in the case of non-uniqueness: A functional identification approach
VT Borukhov, GM Zayats - Journal of Inverse and Ill-posed Problems, 2024 - degruyter.com
A problem of identification of the set of a thermal-conductivity coefficients for the nonlinear
heat equation in the case of non-uniqueness is considered. Classes of inverse heat …
heat equation in the case of non-uniqueness is considered. Classes of inverse heat …
Gravity changes over Russian river basins from GRACE
Abstract Gravity Recovery and Climate Experiment (GRACE) twin satellites have been
observing the mass transports of the Earth inferred by the monthly gravity field solutions in …
observing the mass transports of the Earth inferred by the monthly gravity field solutions in …
[PDF][PDF] General Tikhonov regularization with applications in geoscience
Y Wang, A Leonov, D Lukyanenko… - CSIAM Trans. Appl …, 2020 - global-sci.com
The article is devoted to a review of the following new elements of the modern theory of
solving inverse problems:(a) general theory of Tikhonov's regularization with practical …
solving inverse problems:(a) general theory of Tikhonov's regularization with practical …