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Efficient Earthquake Inversion using the Finite Element Method
G.J. van Zwieten
Research output
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Thesis
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Dissertation (TU Delft)
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Dive into the research topics of 'Efficient Earthquake Inversion using the Finite Element Method'. Together they form a unique fingerprint.
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Earth and Planetary Sciences
Approach
50%
Assumption
25%
Computational Method
25%
Constraint
25%
Data Set
25%
Deformation
75%
Distance
25%
Domain
25%
Earthquake
100%
Earthquake Epicenter
25%
Error
100%
Evaluation
25%
Fault
50%
Geometry
50%
Improvement
25%
Inference
25%
Information
25%
Inverse Problem
25%
Inversion
100%
Investigation
50%
Landscape
25%
Locale
25%
Magnitude
25%
Management
25%
Model
100%
Moment
25%
Need
25%
Nonlinearity
25%
Opening
25%
Radar Data
25%
Reconstruction
25%
Revision
25%
Rupturing
25%
Seismic Hazard
25%
Seismology
25%
Show
50%
Synthetic Aperture Radar
50%
Technology
25%
INIS
convergence
16%
cost
33%
data
83%
datasets
16%
deformation
50%
dislocations
100%
distance
16%
dynamics
16%
earthquakes
100%
epicenters
16%
errors
66%
evaluation
16%
finite element method
100%
geometry
33%
hazards
16%
information
16%
locality
16%
management
16%
matrices
16%
modifications
16%
noise
16%
nonlinear problems
16%
satellites
16%
seismic events
50%
seismology
16%
slip
100%
surfaces
16%
synthetic-aperture radar
33%
topography
16%
Engineering
Computational Cost
16%
Convergence Property
16%
Dataset
16%
Deformation
50%
Discretization Error
33%
Dislocation
100%
Displacement Field
16%
Disruptions
16%
Error
16%
Evaluation
16%
Event
66%
Finite Element Method
100%
Forward Model
33%
Great Detail
16%
Inverse Method
16%
Large Error
16%
Limitations
16%
Matrix Factor
16%
Measures
16%
Mechanisms
16%
Model Uncertainty
16%
Models
16%
Nonlinearity
16%
Radar Data
16%
Satellites
16%
Seismic Hazard
16%
Shallower
16%
Surface
16%
Synthetic Aperture Radar
33%
Mathematics
Bayesian Inference
25%
Computational
25%
Computational Cost
25%
Convergence Property
25%
Discretization
50%
Displacement Field
25%
Event
100%
Finite Element Method
100%
Geometry
50%
Inverse Method
25%
Matrix (Mathematics)
25%
Measures
25%
Nonlinearities
25%
Material Science
Dislocation
100%
Finite Element Method
100%
Materials
16%
Surface
16%
Topography
16%
Keyphrases
Material Homogeneity
16%