Charles L. Dolph | Academic Influence

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Charles L. Dolph

Education

#807

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#1174

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Higher Education

#24

World Rank

#30

Historical Rank

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Education

Charles L. Dolph's Degrees

PhD Education Stanford University
Masters Education Stanford University

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Why Is Charles L. Dolph Influential?

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According to Wikipedia, Charles Laurie Dolph was an American mathematician known for his research in applied mathematics and engineering. Biography Dolph graduated from the University of Michigan with A.B. in 1939 and from Princeton University with M.A. in 1941 and Ph.D. in 1944. His thesis advisor was Salomon Bochner. Dolph was from 1943 to 1944 a physicist in the U.S. Naval Research Laboratory and from 1944 to 1945 an ensign in the U.S. Navy.

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Charles L. Dolph's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

A Current Distribution for Broadside Arrays Which Optimizes the Relationship between Beam Width and Side-Lobe Level (1946) (1089)
Non-Linear Integral Equations of the Hammerstein Type. (1949) (173)
On the Timoshenko theory of transverse beam vibrations (1954) (92)
Recent developments in some non-self-adjoint problems of mathematical physics (1961) (58)
On the application of infinite systems of ordinary differential equations to perturbations of plane Poiseuille flow (1958) (52)
On the relation between Green’s functions and covariances of certain stochastic processes and its application to unbiased linear prediction (1952) (50)
THE ANALYTIC CONTINUATION OF THE RESOLVENT KERNEL AND SCATTERING OPERATOR ASSOCIATED WITH THE SCHROEDINGER OPERATOR. (1966) (45)
On the relationship between the singularity expansion method and the mathematical theory of scattering (1980) (32)
The mathematician grapples with linear problems associated with the radiation condition (1956) (18)
Positive real resolvents and linear passive Hilbert systems (1964) (17)
Three‐dimensional non‐geostrophic disturbances in a baroclinic zonal flow (1970) (16)
On a Three Dimensional Transmission Problem of Electromagnetic Theory (1954) (14)
Inverse transforms of products of Legendre transforms (1954) (12)
On the change in radar cross-section of a spherical satellite caused by a plasma sheath (1961) (10)
RECENT DEVELOPMENTS IN THE USE OF COMPLEX SINGULARITIES IN ELECTROMAGNETIC THEORY AND ELASTIC WAVE PROPAGATION1 (1978) (9)
A Saddle Point Characterization of the Schwinger Stationary Points in Exterior Scattering Problems (1957) (7)
A Unified Theory of the Nonlinear Oscillations of a Cold Plasma (1962) (6)
Inverse Scattering Investigation (1967) (6)
Symmetric linear transformations and complex quadratic forms (1954) (5)
The Operator Theory of the Pseudo-Inverse I. Bounded Operators* (2003) (5)
The schwinger variational principles for one-dimensional quantum scattering (1956) (3)
Normal modes of oscillation of beams (1950) (2)
On the quasi-static boundary value problem of electrodynamics☆ (1980) (2)
Lie Series and Nonlinear Ordinary Differential Equations (1984) (2)
ON SOME MATHEMATICAL ASPECTS OF SEM, EEM AND SCATTERING (1981) (1)
Enhancement of radar cross sections of warheads and satellites by the plasma sheath : unclassified report (1959) (1)
On the nonlinear theory of multistream electronic devices (1963) (1)
Electromagnetic Waves (R. E. Langer, ed.) (1962) (1)
Equations of Mathematical Physics (V. S. Vladimirov) (1972) (1)
A Note on Variational Principles for Unsteady Compressible Flows in One Dimension (1965) (0)
The Singularity Expansion Method and Complex Singularities of Exterior Scalar and Vector Scattering in Acoustics and Electromagnetic Theory (1979) (0)
A THEORY OF COMPRESSIBLE VISCOUS FLOW WITH APPLICATIONS TO LATE-TIME FIREBALL MIXING (1965) (0)
Note (1930) (0)
On the Existence of a Solution to a Singular Integral Equation in Electromagnetic Reflection (2003) (0)
Applications of Non-Self-Adjoint Operator Theory to the Singularity Expansion Method (SEM) and to the Eigenmode Expansion Method (EEM) in Acoustic and Electromagnetic Problems. (1980) (0)
On the stability problems of the Helmholtz-Kelvin-Rayleigh type : technical report (1969) (0)
On the Validity of the Geometrical Theory of Diffraction by Star-Shaped Cylinders (1972) (0)
Variational Principles and Variational-Iterative Principles for a Class of Problems (1981) (0)
THE SOLUTION OF NONLINEAR BOUNDARY-VALUE TRANSPORT PROBLEMS IN ELECTRON AND PLASMA DEVICES. (1966) (0)

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