David Clark Dobson

David Clark Dobson's AcademicInfluence.com Rankings

David Clark Dobson

Mathematics

#4068

World Rank

#5860

Historical Rank

#1436

USA Rank

Group Theory

#417

World Rank

#482

Historical Rank

#86

USA Rank

Number Theory

#456

World Rank

#561

Historical Rank

#79

USA Rank

Algebra

#774

World Rank

#1006

Historical Rank

#141

USA Rank

mathematics Degrees

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Mathematics

David Clark Dobson's Degrees

PhD Mathematics Princeton University
Masters Mathematics Stanford University

Why Is David Clark Dobson Influential?

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According to Wikipedia, David Clark Dobson is an American mathematician. Dobson received in 1986 his bachelor's degree from Utah State University and his PhD in 1990 from Rice University. He was at the University of Minnesota from 1990 to 1993. He was from 1993 to 1996 an assistant professor, from 1996 to 2000 an assistant Professor and from 1996 to 2000 an associate professor at Texas A&M University. Since 2002 he is a full professor at the University of Utah.

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David Clark Dobson'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

Recovery of Blocky Images from Noisy and Blurred Data (1996) (317)
Convergence of an Iterative Method for Total Variation Denoising (1997) (261)
An image-enhancement technique for electrical impedance tomography (1994) (233)
Maximizing Band Gaps in Two-Dimensional Photonic Crystals (1999) (186)
Mathematical studies in rigorous grating theory (1995) (155)
An Efficient Method for Band Structure Calculations in 2D Photonic Crystals (1999) (141)
Band Structure Optimization of Two-Dimensional Photonic Crystals in H-Polarization (2000) (124)
The time-harmonic maxwell equations in a doubly periodic structure (1992) (105)
An efficient method for band structure calculations in 3D photonic crystals (1999) (86)
Optimal design of periodic antireflective structures for the Helmholtz equation (1993) (85)
A variational method for electromagnetic diffraction in biperiodic structures (1994) (78)
Convergence of a reconstruction method for the inverse conductivity problem (1992) (66)
Resolution and Stability Analysis of an Inverse Problem in Electrical Impedance Tomography: Dependence on the Input Current Patterns (1994) (61)
Analysis of regularized total variation penalty methods for denoising (1996) (59)
On the scattering by a biperiodic structure (2000) (57)
Phase reconstruction via nonlinear least-squares (1992) (34)
Second harmonic generation in nonlinear optical films (1994) (33)
Estimates on resolution and stabilization for the linearized inverse conductivity problem (1992) (30)
Analysis of an Algorithm for Computing Electromagnetic Bloch Modes Using Nedelec Spaces (2001) (30)
Integral equation method for biperiodic diffraction structures (1991) (26)
Optimal Localization of Eigenfunctions in an Inhomogeneous Medium (2004) (24)
Diffractive optics in nonlinear media with periodic structure (1995) (22)
Optimal Shape Design of Blazed Diffraction Gratings (1999) (21)
Optimal Design of Diffractive Optical Structures (1997) (19)
Exploiting ill-posedness in the design of diffractive optical structures (1993) (18)
Recovery of Blocky Images in Electrical Impedance Tomography (1997) (17)
Nondestructive evaluation of plates using eddy current methods (1998) (17)
Stability and regularity of an inverse elliptic boundary value problem (1990) (13)
Optimization of Periodic Composite Structures for Sub-Wavelength Focusing (2008) (11)
Optical performance of high-aspect LIGA gratings II (1997) (10)
Resonances of a Potential Well with a Thick Barrier (2013) (10)
Mathematical modeling for diffractive optics (1993) (9)
Optimal Mode Coupling in Simple Planar Waveguides (2006) (7)
A Constraint on the Maximum Reflectance of Rapidly Oscillating Dielectric Gratings (2001) (6)
Variational methods for diffractive optics modeling (2001) (5)
Optical performance of high aspect LIGA gratings (1995) (5)
Optimization of transmission spectra through periodic aperture arrays (2011) (5)
A Numerical Minimization Scheme for the Complex Helmholtz Equation (2010) (4)
Spatial Bounds on the Effective Complex Permittivity for Time-Harmonic Waves in Random Media (2011) (3)
Controlled Scattering of Light Waves: Optimal Design of Diffractive Optics (1995) (3)
Mathematical modeling of acousto-optical tomography and its level set simulations (2012) (2)
LIGA tunable spectral filter performance (1997) (1)
Mathematical Modeling Lecture Notes (1)
Optimal shape design of blazed di raction gratings (2007) (1)
Designing periodic structures with specified low frequency scattered in far-field dat (1992) (1)
Monitoring underground flows with electromagnetic methods (1999) (1)
Modeling and Optimal Design of Micro-Optical Structures (2000) (0)
2. Variational Methods for Diffractive Optics Modeling (2001) (0)
Introduction to Modeling (2015) (0)
Mathematical modeling of acousto-optical tomography and its level set simulations (2012) (0)

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David Clark Dobson's Academic­Influence.com Rankings

David Clark Dobson's Degrees

Why Is David Clark Dobson Influential?

David Clark Dobson's Published Works

Published Works

Other Resources About David Clark Dobson

What Schools Are Affiliated With David Clark Dobson?

David Clark Dobson's AcademicInfluence.com Rankings