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Pseudo-depth/intercept-time monotonicity requirements in the inverse scattering algorithm for predicting internal multiple reflections
Bogdan G. Nita
, Arthur B. Weglein
Mathematics
Research output
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Contribution to journal
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Article
›
peer-review
10
Scopus citations
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Dive into the research topics of 'Pseudo-depth/intercept-time monotonicity requirements in the inverse scattering algorithm for predicting internal multiple reflections'. Together they form a unique fingerprint.
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Keyphrases
Sub-event
100%
Inverse Scattering Algorithm
100%
Multiple Internal Reflections
100%
Monotonicity Condition
60%
Internal multiples
60%
Plane Wave
20%
Acoustic Modeling
20%
Similarity Relation
20%
Multiple Reflections
20%
Amplitude Information
20%
Analytical Data
20%
Wave Domain
20%
Multidimensional Analysis
20%
Phase Information
20%
Total Travel Time
20%
Reverberation Artifacts
20%
Construction Mechanism
20%
Mathematics
Turning Point
100%
Three Event
100%
Construction Mechanism
100%
Plane Wave
100%
Engineering
Internals
100%
Plane Wave
20%
Reverberation
20%
Phase Information
20%
Constant Background
20%
Computer Science
Monotonicity Condition
100%
Constant Background
33%
Phase Information
33%