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A Wavefront Interpretation of the Singularity Expansion Method
Ehud Heyman
, Leopold B. Felsen
School of Electrical Engineering
New York University
Research output
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Contribution to journal
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Article
›
peer-review
65
Scopus citations
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Dive into the research topics of 'A Wavefront Interpretation of the Singularity Expansion Method'. Together they form a unique fingerprint.
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Keyphrases
Wavefront
100%
Singularity Expansion Method
100%
Entire Function
40%
Global Wave
20%
Scatterer
20%
Diffraction
20%
Wave Field
20%
Excitation Coefficient
20%
Complex Frequency Domain
20%
Scattering Objects
20%
Transient Scattering
20%
Observation Time
20%
Complex Resonant Frequency
20%
Switch-off
20%
Coupling Coefficient
20%
Oscillatory Field
20%
Transient Problems
20%
Special Configuration
20%
Series Representation
20%
Systems Theory
20%
Two-dimensional Scattering
20%
Hybrid Field
20%
Systematic Exploration
20%
Scattering Center
20%
Engineering
Singularities
100%
Transients
40%
Earliest Time
40%
Superposition
20%
Oscillatory
20%
Two Dimensional
20%
Generality
20%
Frequency Domain
20%
Resonant Frequency
20%
Scatterer
20%
Complex Frequency
20%
Scattering Object
20%
Observation Time
20%
Series Resonance
20%
Convergent
20%
Flow Diagram
20%
Coupling Coefficient
20%
Mathematics
Wavefront
100%
Entire Function
40%
Earliest Time
40%
Summation
20%
Superposition
20%
Frequency Domain
20%
Generality
20%
Series Representation
20%
Transient Problem
20%
Series Method
20%
Systems Theory
20%