Joyce McLaughlin

Q: What Schools Are Affiliated With Joyce McLaughlin

Joyce McLaughlin is affiliated with the following schools: Rensselaer Polytechnic Institute, Kansas State University, University of California, Riverside

Joyce McLaughlin's AcademicInfluence.com Rankings

Joyce McLaughlin

Mathematics

#4358

World Rank

#6208

Historical Rank

#1513

USA Rank

Measure Theory

#3548

World Rank

#4188

Historical Rank

#1026

USA Rank

mathematics Degrees

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Mathematics

Why Is Joyce McLaughlin Influential?

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According to Wikipedia, Joyce Rogers McLaughlin was an American mathematician, the Ford Foundation Professor of Mathematics at Rensselaer Polytechnic Institute. Her research interests were primarily in applied mathematics, and in particular in inverse problems.

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Joyce McLaughlin'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

Inverse spectral theory using nodal points as data—A uniqueness result (1988) (224)
Analytical methods for recovering coefficients in differential equations from spectral data (1986) (195)
Shear wave speed recovery in transient elastography and supersonic imaging using propagating fronts (2006) (187)
Solution of inverse nodal problems (1989) (179)
In vivo viscoelastic properties of the brain in normal pressure hydrocephalus (2010) (172)
Surveys on solution methods for inverse problems (2000) (164)
On the Uniqueness of a Spherically Symmetric Speed of Sound from Transmission Eigenvalues (1994) (145)
Alteration of brain viscoelasticity after shunt treatment in normal pressure hydrocephalus (2012) (107)
Unique identifiability of elastic parameters from time-dependent interior displacement measurement (2004) (98)
Using level set based inversion of arrival times to recover shear wave speed in transient elastography and supersonic imaging (2006) (82)
Solution of the inverse spectral problem for an impedance with integrable derivative part II (1993) (77)
Extremal eigenvalue problems for composite membranes, I (1990) (71)
The Riccati method for the Helmholtz equation (1996) (68)
Extremal eigenvalue problems for composite membranes, II (1990) (68)
Reconstruction of a Spherically Symmetric Speed of Sound (1994) (63)
Calculating tissue shear modulus and pressure by 2D log-elastographic methods (2010) (58)
Stability theorems for two inverse spectral problems (1988) (51)
Interior elastodynamics inverse problems: shear wave speed reconstruction in transient elastography (2003) (50)
Some Improvements for the Fast Sweeping Method (2010) (50)
Inverse problems: recovery of BV coefficients from nodes (1998) (45)
A finite-difference algorithm for full waveform teleseismic tomography (2010) (44)
An Inverse Eigenvalue Problem of Order Four (1976) (42)
Shear wave speed recovery using moving interference patterns obtained in sonoelastography experiments. (2007) (39)
Recovery of the Lam? parameter ? in biological tissues (2004) (39)
Double eigenvalues for the uniform Timoshenko beam (1997) (39)
Recovering inhomogeneities in a waveguide using eigensystem decomposition (2006) (38)
Asymptotic Formulas for the Eigenvalues of the Timoshenko Beam (2001) (32)
Inverse Nodal Problems: Finding the Potential from Nodal Lines (1996) (30)
Local orthogonal transformation and one-way methods for acoustic waveguides (2001) (29)
Variance controlled shear stiffness images for MRE data (2006) (24)
A Third Order Accurate Fast Marching Method for the Eikonal Equation in Two Dimensions (2011) (23)
An Inverse Eigenvalue Problem of Order Four—An Infinite Case (1978) (22)
An error estimate on the direct inversion model in shear stiffness imaging (2009) (21)
Log-elastographic and non-marching full inversion schemes for shear modulus recovery from single frequency elastographic data (2009) (21)
Solving Inverse Problems with Spectral Data (2000) (19)
Inverse Scattering in Acoustic Media Using Interior Transmission Eigenvalues (1997) (18)
Eigenvalue formulas for the uniform Timoshenko beam: the free-free problem (1998) (18)
Shear wave speed recovery in sonoelastography using crawling wave data. (2010) (15)
Conditional stability for a single interior measurement (2013) (14)
Inverse problems using nodal position data - uniqueness results, algorithms and bounds (1988) (13)
A reconstruction method for a two-dimensional inverse eigenvalue problem (1994) (13)
A uniqueness theorem for an inverse Sturm–Liouville problem (1987) (12)
Two-dimensional shear wave speed and crawling wave speed recoveries from in vitro prostate data. (2011) (11)
Sturm separation and comparison theorems for ordinary and partial differential equations (1968) (11)
Improving arrival time identification in transient elastography (2012) (11)
Bounds for Constructed Solutions of Second and Fourth Order Inverse Eigenvalue Problems (1984) (10)
Proceedings of the Conference Inverse Problems and Optimal Design in Industry (1994) (9)
Sturm comparison theorems for ordinary and partial differential equations (1969) (9)
Recovery of the Lam´ ep arameter µ in biological tissues (2004) (9)
A formula for finding a potential from nodal lines (1995) (9)
Anisotropy Reconstruction from Wave Fronts in Transversely Isotropic Acoustic Media (2007) (8)
Fourth Order Inverse Eigenvalue Problems (1981) (8)
Contemporary Mathematics Basic Theory for Generalized Linear Solid Viscoelastic Models (2011) (8)
Sturm—Liouville Inverse Eigenvalue Problems (1980) (7)
Sturm comparison and separation theorems for linear, second order, self-adjoint, ordinary, differential equations and for first order systems (1972) (7)
The effect of structural damping on nodes for the Euler-Bernoulli beam: a specific case study (1994) (7)
Formulas for detecting a spherical stiff inclusion from interior data: a sensitivity analysis for the Helmholtz equation (2012) (7)
Finding the density of a membrane from nodal lines (1997) (6)
Imaging quasi-vertical geological faults with earthquake data (2012) (5)
Higher order inverse eigenvalue problems (1982) (4)
Using a Hankel function expansion to identify stiffness for the boundary impulse input experiment (2003) (4)
Perturbation expansions for eigenvalues and eigenvectors for a rectangular membrane subject to a restorative force (1997) (4)
Formulas for Finding Coefficients from Nodes/Nodal Lines (1995) (4)
GOOD VIBRATIONS : A MEMBRANE'S PROPERTIES CAN NOW BE OBTAINED BY ANALYZINGNODES : PLACES WHERE THE SYSTEM IS AT REST WHEN VIBRATED AT A NATURAL FREQU ENCY (1998) (4)
On uniqueness theorems for second order inverse eigenvalue problems (1986) (3)
Arrival times for the wave equation (2011) (3)
Examples of Inverse Nodal Problems (1990) (3)
Propagation in Helmholtz Waveguides using DtN , NtD and R a tD Maps : Part I , a Second Order Method (2)
Upper and lower bounds on eigenvalues of second-order Sturm-Liouville systems (1975) (2)
Recent results on non-linear feedback stabilization of distributed parameter systems (1985) (1)
Recovery of a vertically stratified seabed in shallow water ∗ (2003) (1)
Two Methods of Solution of the Three-Dimensional Inverse Nodal Problem. (1998) (1)
GRB 050525a: SARA observations. (2005) (1)
COMPARISON AND OSCILLATION THEOREMS FOR MATRIX DIFFERENTIAL INEQUALITIES (2010) (0)
Identification of composite membranes for extremal eigenvalue problems (1988) (0)
Finite Propagation Speed of Waves in Anisotropic Viscoelastic Media (2016) (0)
The inverse problem using nodal position data (1987) (0)
IDENTIFICATION OF COMPOSITE MEMBRANES FOR EXTREMAL (1988) (0)
Full Waveform Teleseismic Tomography (2009) (0)
An Inverse Eigenvalue Problem and an Extremal Eigenvalue Problem (1990) (0)
The Riccati method for sound propagation in ocean (1996) (0)
A membrane's properties can now be obtained by analyzing nodes?places where the system is at rest when vibrated at a natural frequency (2016) (0)
Determination of a radially symmetric speed of sound from transmission eigenvalues (1993) (0)
Frequencies of longitundinal oscillation of a non-uniform bar (1971) (0)
A complex elastographic hyperbolic solver (CEHS) to recover frequency dependent complex shear moduli in viscoelastic models utilizing one or more displacement data-sets (2018) (0)
About Aip Program Committee Organizing Committee (0)
Feedback stabilization via dynamic fixed gain controls: Preliminary report (1984) (0)
Full Waveform Teleseismic Tomography: Theory and Applications (2010) (0)
The noise distribution in a shear wave speed image computed using arrival times at fixed spatial positions (2017) (0)

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Other Resources About Joyce McLaughlin

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What Schools Are Affiliated With Joyce McLaughlin?

Joyce McLaughlin is affiliated with the following schools: