SOME EXTENSIONS TO THE METHOD OF INTEGRATION BY STEEPEST DESCENTS
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- Type
- article
- Published
- 1950-01-01
- Cited by
- 83
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- 0
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- https://openalex.org/W2047514744
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Keywords
Volume (thermodynamics), Computer science, Operations research, Library science, Mathematics
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- Radio wave propagation in the presence of a coastline
- Scattering from a land/sea transition
- On Asymptotic Series for Functions Occurring in the Theory of Diffraction of Waves by Wedges
- Efficient numerical and closed‐form asymptotic representations of the dyadic aperture Green's function for material‐coated ground planes
- A modified saddle point method for predicting sound fields above a non-locally reacting porous medium
- Asymptotic formulations for the effective analysis of EM scattering from array structures for the propagation mechanism interpretation
- A uniform asymptotic expansion of a typical diffraction integral with many coalescing simple pole singularities and a first-order saddle point
- Electromagnetic Wave Scattering from a Wedge with Perfectly Reflecting Boundaries: Analysis of Asymptotic Techniques
- Reflection and transmission characteristics of thin periodic interfaces
- On the asymptotic solution of sound penetration into a rigid porous half-plane: A modified saddle point method
- Summing Pauli asymptotic series to solve the wedge problem.
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- THÉORIE GÉOMÉTRIQUE DE LA DIFFRACTION EN ACOUSTIQUE SOUS-MARINE
- Hertzian dipole radiating over a lossy earth or sea: some early and late 20th-century controversies
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