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Studden, William J.

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Author ID: studden.william-j Recent zbMATH articles by "Studden, William J."
Published as: Studden, W. J.; Studden, William J.
Documents Indexed: 62 Publications since 1966, including 2 Books
Biographic References: 1 Publication
Co-Authors: 34 Co-Authors with 47 Joint Publications
875 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

58 Publications have been cited 1,662 times in 1,259 Documents Cited by Year
Tchebycheff systems: With applications in analysis and statistics. Zbl 0153.38902
Karlin, S.; Studden, W. J.
811
1966
The theory of canonical moments with applications in statistics, probability, and analysis. Zbl 0886.62002
Dette, Holger; Studden, William J.
103
1997
Optimal experimental designs. Zbl 0151.23904
Karlin, S.; Studden, W. J.
77
1966
\(D_s\)-optimal designs for polynomial regression using continued fractions. Zbl 0447.62070
Studden, W. J.
49
1980
Asymptotic integrated mean square error using least squares and bias minimizing splines. Zbl 0522.62032
Agarwal, Girdhar G.; Studden, W. J.
44
1980
Some robust-type D-optimal designs in polynomial regression. Zbl 0505.62062
Studden, W. J.
42
1982
Optimal designs for trigonometric and polynomial regression using canonical moments. Zbl 0592.62067
Lau, Tai-Shing; Studden, W. J.
40
1985
Matrix measures, moment spaces and Favard’s theorem for the interval \([0,1]\) and \([0,\infty)\). Zbl 1022.42016
Dette, Holger; Studden, William J.
39
2002
\(E\)-optimal designs for polynomial regression. Zbl 0787.62075
Pukelsheim, Friedrich; Studden, William J.
28
1993
Optimal designs on Tchebycheff points. Zbl 0174.22404
Studden, W. J.
28
1968
Matrix measures and random walks with a block tridiagonal transition matrix. Zbl 1133.60339
Dette, Holger; Reuther, Bettina; Studden, W. J.; Zygmunt, M.
26
2006
Efficient \(D_ s\)-optimal designs for multivariate polynomial regression on the q-cube. Zbl 0664.62075
Lim, Yong B.; Studden, W. J.
26
1988
Some new asymptotic properties for the zeros of Jacobi, Laguerre, and Hermite polynomials. Zbl 0898.41003
Dette, H.; Studden, W. J.
20
1995
Elfving’s theorem and optimal designs for quadratic loss. Zbl 0274.62051
Studden, W. J.
20
1971
Geometry of \(E\)-optimality. Zbl 0780.62057
Dette, Holger; Studden, William J.
18
1993
Optimal designs for rational models. Zbl 0867.62063
He, Zhuoqiong; Studden, William J.; Sun, Dongchu
17
1996
Robust Bayesian experimental designs in normal linear models. Zbl 0744.62099
DasGupta, A.; Studden, W. J.
16
1991
A normal limit theorem for moment sequences. Zbl 0778.60010
Chang, Fu-Chuen; Kemperman, J. H. B.; Studden, W. J.
15
1993
Optimal designs for large degree polynomial regression. Zbl 0357.62051
Kiefer, J.; Studden, W. J.
14
1976
Remez’s procedure for finding optimal designs. Zbl 0347.62057
Studden, William J.; Tsay, Jia-Yeong
13
1976
Note on some \(\phi _ p\)-optimal designs for polynomial regression. Zbl 0675.62047
Studden, W. J.
13
1989
Frequentist behavior of robust Bayes estimates of normal means. Zbl 0685.62004
DasGupta, A.; Studden, W. J.
12
1989
Wall and Siegmund duality relations for birth and death chains with reflecting barrier. Zbl 0894.60076
Dette, Holger; Fill, James Allen; Pitman, Jim; Studden, William J.
11
1997
Admissible and optimal exact designs for polynomial regression. Zbl 0616.62102
Constantine, Kenneth B.; Lim, Yong B.; Studden, W. J.
11
1987
Optimal designs for estimating the slope of a polynomial regression. Zbl 0267.62037
Murty, V. N.; Studden, W. J.
11
1972
Monotonicity of the variance under truncation and variations of Jensen’s inequality. Zbl 0204.53102
Chow, Y. S.; Studden, W. J.
11
1969
\(E\)-optimal designs for rational models. Zbl 1012.62082
Imhof, Lorens A.; Studden, William J.
10
2001
Minimax designs in linear regression models. Zbl 0847.62063
Dette, H.; Heiligers, B.; Studden, W. J.
9
1995
Admissible designs for polynomial spline regression. Zbl 0184.22501
Studden, W. J.; VanArman, D. J.
9
1969
On an extremal problem of Fejér. Zbl 0663.41007
Lau, Tai-Shing; Studden, W. J.
9
1988
Model robust extrapolation designs. Zbl 0649.62069
Lo Huang, Mong-Na; Studden, William J.
8
1988
Elfving’s theorem revisited. Zbl 1058.62063
Studden, W. J.
7
2005
Design and analysis of computer experiments when the output is highly correlated over the input space. Zbl 1003.62082
Lim, Yong B.; Sacks, Jerome; Studden, W. J.; Welch, William J.
7
2002
Optimal designs for integrated variance in polynomial regression. Zbl 0422.62071
Studden, W. J.
7
1977
On a new characterization of the classical orthogonal polynomials. Zbl 0761.33003
Dette, H.; Studden, W. J.
6
1992
Optimal designs for polynomial regression when the degree is not known. Zbl 0828.62063
Dette, Holger; Studden, William J.
6
1995
On selecting a subset of k populations containing the best. Zbl 0152.36102
Studden, W. J.
6
1967
A note on the matrix valued q-d algorithm and matrix orthogonal polynomials on \([0,1]\) and \([0,\infty)\). Zbl 1052.42022
Dette, Holger; Studden, William J.
5
2002
Compromise designs in heteroscedastic linear models. Zbl 0766.62043
Dasgupta, Anirban; Mukhopadhyay, Saurabh; Studden, William J.
5
1992
Bayesian optimal designs for linear regression models. Zbl 0755.62056
El-Krunz, Sadi M.; Studden, W. J.
5
1991
Optimal designs for multivariate polynomial extrapolation. Zbl 0227.62044
Studden, W. J.
5
1971
Optimal designs with respect to Elfving’s partial minimax criterion in polynomial regression. Zbl 0816.62053
Dette, Holger; Studden, William J.
4
1994
A geometric solution of the Bayesian \(E\)-optimal design problem. Zbl 0804.62066
Dette, H.; Studden, W. J.
4
1994
Optimal designs for weighted polynomial regression using canonical moments. Zbl 0574.62067
Studden, William J.
4
1982
An equivalent kernel method for least squares spline regression. Zbl 0795.62037
Huang, Su-Yun; Studden, William J.
3
1993
Quadrature formulas for matrix measures — a geometric approach. Zbl 1019.41020
Dette, Holger; Studden, William J.
3
2003
A note on the maximization of matrix valued Hankel determinants with applications. Zbl 1081.15002
Dette, Holger; Studden, W. J.
3
2005
Optimal designs and spline regression. Zbl 0295.62083
Studden, W. J.
3
1971
Bonferroni-type probability bounds as an application of the theory of Tchebycheff systems. Zbl 0685.60020
Samuels, Stephen M.; Studden, William J.
3
1989
How many random walks correspond to a given set of return probabilities to the origin? Zbl 0879.60067
Dette, H.; Studden, W. J.
2
1996
On a problem of Chebyshev. Zbl 0454.41025
Studden, W. J.
2
1980
Density estimation using spline projection kernels. Zbl 0785.62041
Huang, Su-Yun; Studden, W. J.
2
1993
Design aspects of regression-based ratio estimation. Zbl 0722.62049
McDonald, Gary C.; Studden, William J.
2
1990
Asymptotic design and estimation using linear splines. Zbl 0394.62050
Agarwal, Girdhar G.; Studden, W. J.
2
1978
A generalization of Bernstein’s theorem and a differential inversion formula. Zbl 0182.44702
Studden, W. J.
2
1969
A Kiefer-Wolfowitz theorem in a stochastic process setting. Zbl 0418.62046
Spruill, M. C.; Studden, W. J.
2
1979
A note on approximate D-optimal designs for \(G\times 2^ M\). Zbl 0645.62078
Lim, Yong B.; Studden, W. J.; Wynn, H. P.
1
1988
On the monotonicity of \(E_ p(S_ t /t)\). Zbl 0196.19502
Chow, Y. S.; Studden, W. J.
1
1968
Matrix measures and random walks with a block tridiagonal transition matrix. Zbl 1133.60339
Dette, Holger; Reuther, Bettina; Studden, W. J.; Zygmunt, M.
26
2006
Elfving’s theorem revisited. Zbl 1058.62063
Studden, W. J.
7
2005
A note on the maximization of matrix valued Hankel determinants with applications. Zbl 1081.15002
Dette, Holger; Studden, W. J.
3
2005
Quadrature formulas for matrix measures — a geometric approach. Zbl 1019.41020
Dette, Holger; Studden, William J.
3
2003
Matrix measures, moment spaces and Favard’s theorem for the interval \([0,1]\) and \([0,\infty)\). Zbl 1022.42016
Dette, Holger; Studden, William J.
39
2002
Design and analysis of computer experiments when the output is highly correlated over the input space. Zbl 1003.62082
Lim, Yong B.; Sacks, Jerome; Studden, W. J.; Welch, William J.
7
2002
A note on the matrix valued q-d algorithm and matrix orthogonal polynomials on \([0,1]\) and \([0,\infty)\). Zbl 1052.42022
Dette, Holger; Studden, William J.
5
2002
\(E\)-optimal designs for rational models. Zbl 1012.62082
Imhof, Lorens A.; Studden, William J.
10
2001
The theory of canonical moments with applications in statistics, probability, and analysis. Zbl 0886.62002
Dette, Holger; Studden, William J.
103
1997
Wall and Siegmund duality relations for birth and death chains with reflecting barrier. Zbl 0894.60076
Dette, Holger; Fill, James Allen; Pitman, Jim; Studden, William J.
11
1997
Optimal designs for rational models. Zbl 0867.62063
He, Zhuoqiong; Studden, William J.; Sun, Dongchu
17
1996
How many random walks correspond to a given set of return probabilities to the origin? Zbl 0879.60067
Dette, H.; Studden, W. J.
2
1996
Some new asymptotic properties for the zeros of Jacobi, Laguerre, and Hermite polynomials. Zbl 0898.41003
Dette, H.; Studden, W. J.
20
1995
Minimax designs in linear regression models. Zbl 0847.62063
Dette, H.; Heiligers, B.; Studden, W. J.
9
1995
Optimal designs for polynomial regression when the degree is not known. Zbl 0828.62063
Dette, Holger; Studden, William J.
6
1995
Optimal designs with respect to Elfving’s partial minimax criterion in polynomial regression. Zbl 0816.62053
Dette, Holger; Studden, William J.
4
1994
A geometric solution of the Bayesian \(E\)-optimal design problem. Zbl 0804.62066
Dette, H.; Studden, W. J.
4
1994
\(E\)-optimal designs for polynomial regression. Zbl 0787.62075
Pukelsheim, Friedrich; Studden, William J.
28
1993
Geometry of \(E\)-optimality. Zbl 0780.62057
Dette, Holger; Studden, William J.
18
1993
A normal limit theorem for moment sequences. Zbl 0778.60010
Chang, Fu-Chuen; Kemperman, J. H. B.; Studden, W. J.
15
1993
An equivalent kernel method for least squares spline regression. Zbl 0795.62037
Huang, Su-Yun; Studden, William J.
3
1993
Density estimation using spline projection kernels. Zbl 0785.62041
Huang, Su-Yun; Studden, W. J.
2
1993
On a new characterization of the classical orthogonal polynomials. Zbl 0761.33003
Dette, H.; Studden, W. J.
6
1992
Compromise designs in heteroscedastic linear models. Zbl 0766.62043
Dasgupta, Anirban; Mukhopadhyay, Saurabh; Studden, William J.
5
1992
Robust Bayesian experimental designs in normal linear models. Zbl 0744.62099
DasGupta, A.; Studden, W. J.
16
1991
Bayesian optimal designs for linear regression models. Zbl 0755.62056
El-Krunz, Sadi M.; Studden, W. J.
5
1991
Design aspects of regression-based ratio estimation. Zbl 0722.62049
McDonald, Gary C.; Studden, William J.
2
1990
Note on some \(\phi _ p\)-optimal designs for polynomial regression. Zbl 0675.62047
Studden, W. J.
13
1989
Frequentist behavior of robust Bayes estimates of normal means. Zbl 0685.62004
DasGupta, A.; Studden, W. J.
12
1989
Bonferroni-type probability bounds as an application of the theory of Tchebycheff systems. Zbl 0685.60020
Samuels, Stephen M.; Studden, William J.
3
1989
Efficient \(D_ s\)-optimal designs for multivariate polynomial regression on the q-cube. Zbl 0664.62075
Lim, Yong B.; Studden, W. J.
26
1988
On an extremal problem of Fejér. Zbl 0663.41007
Lau, Tai-Shing; Studden, W. J.
9
1988
Model robust extrapolation designs. Zbl 0649.62069
Lo Huang, Mong-Na; Studden, William J.
8
1988
A note on approximate D-optimal designs for \(G\times 2^ M\). Zbl 0645.62078
Lim, Yong B.; Studden, W. J.; Wynn, H. P.
1
1988
Admissible and optimal exact designs for polynomial regression. Zbl 0616.62102
Constantine, Kenneth B.; Lim, Yong B.; Studden, W. J.
11
1987
Optimal designs for trigonometric and polynomial regression using canonical moments. Zbl 0592.62067
Lau, Tai-Shing; Studden, W. J.
40
1985
Some robust-type D-optimal designs in polynomial regression. Zbl 0505.62062
Studden, W. J.
42
1982
Optimal designs for weighted polynomial regression using canonical moments. Zbl 0574.62067
Studden, William J.
4
1982
\(D_s\)-optimal designs for polynomial regression using continued fractions. Zbl 0447.62070
Studden, W. J.
49
1980
Asymptotic integrated mean square error using least squares and bias minimizing splines. Zbl 0522.62032
Agarwal, Girdhar G.; Studden, W. J.
44
1980
On a problem of Chebyshev. Zbl 0454.41025
Studden, W. J.
2
1980
A Kiefer-Wolfowitz theorem in a stochastic process setting. Zbl 0418.62046
Spruill, M. C.; Studden, W. J.
2
1979
Asymptotic design and estimation using linear splines. Zbl 0394.62050
Agarwal, Girdhar G.; Studden, W. J.
2
1978
Optimal designs for integrated variance in polynomial regression. Zbl 0422.62071
Studden, W. J.
7
1977
Optimal designs for large degree polynomial regression. Zbl 0357.62051
Kiefer, J.; Studden, W. J.
14
1976
Remez’s procedure for finding optimal designs. Zbl 0347.62057
Studden, William J.; Tsay, Jia-Yeong
13
1976
Optimal designs for estimating the slope of a polynomial regression. Zbl 0267.62037
Murty, V. N.; Studden, W. J.
11
1972
Elfving’s theorem and optimal designs for quadratic loss. Zbl 0274.62051
Studden, W. J.
20
1971
Optimal designs for multivariate polynomial extrapolation. Zbl 0227.62044
Studden, W. J.
5
1971
Optimal designs and spline regression. Zbl 0295.62083
Studden, W. J.
3
1971
Monotonicity of the variance under truncation and variations of Jensen’s inequality. Zbl 0204.53102
Chow, Y. S.; Studden, W. J.
11
1969
Admissible designs for polynomial spline regression. Zbl 0184.22501
Studden, W. J.; VanArman, D. J.
9
1969
A generalization of Bernstein’s theorem and a differential inversion formula. Zbl 0182.44702
Studden, W. J.
2
1969
Optimal designs on Tchebycheff points. Zbl 0174.22404
Studden, W. J.
28
1968
On the monotonicity of \(E_ p(S_ t /t)\). Zbl 0196.19502
Chow, Y. S.; Studden, W. J.
1
1968
On selecting a subset of k populations containing the best. Zbl 0152.36102
Studden, W. J.
6
1967
Tchebycheff systems: With applications in analysis and statistics. Zbl 0153.38902
Karlin, S.; Studden, W. J.
811
1966
Optimal experimental designs. Zbl 0151.23904
Karlin, S.; Studden, W. J.
77
1966
all top 5

Cited by 1,250 Authors

82 Dette, Holger
31 Mazure, Marie-Laurence
26 Melas, Viatcheslav B.
18 Studden, William J.
15 Llibre, Jaume
14 Wong, Wengkee
14 Zalik, Richard A.
13 Schumaker, Larry L.
12 Chang, Fu-Chuen
12 Gamboa, Fabrice
12 Pinkus, Allan M.
12 Ziegler, Zvi
11 Loeb, Henry L.
11 Pepelyshev, Andrey
10 Barrar, Richard B.
10 Heiligers, Berthold
10 Mühlbach, Günter W.
10 Sommer, Manfred
9 Domínguez de la Iglesia, Manuel
9 Fang, Zhide
9 Grünbaum, Francisco Alberto
9 Imhof, Lorens A.
9 Karlin, Samuel
9 Lo Huang, Mong-Na
9 Villadelprat, Jordi
9 Zwick, Daniel S.
8 Gasull, Armengol
8 Han, Maoan
8 Nagel, Jan
8 Novaes, Douglas Duarte
8 Torregrosa, Joan
7 Bessenyei, Mihály
7 Choque Rivero, Abdon Eddy
7 Fox, Rodney O.
7 Harman, Radoslav
7 Mañosas, Francesc
7 Micchelli, Charles A.
7 Rouault, Alain
7 Taylor, Gerald D.
7 Wiens, Douglas P.
7 Yue, Rongxian
6 Anastassiou, George Angelos
6 Denuit, Michel M.
6 Kuijlaars, Arno B. J.
6 Lau, Taishing
6 Laurent, Frédérique
6 Lefèvre, Claude
6 Marcellán Español, Francisco
6 Pečarić, Josip
6 Rokhlin, Vladimir
6 Schwabe, Rainer
6 Yang, Hyoseon
5 Ait-Haddou, Rachid
5 Amir, Dan
5 Asheghi, Rasoul
5 Braess, Dietrich
5 Dyn, Nira
5 Garrancho, Pedro
5 Hedayat, Abdossamad
5 Kimchi, Esther
5 Papp, Dávid
5 Pinelis, Iosif Froimovich
5 Pukelsheim, Friedrich
5 Rukhin, Andrew L.
5 Sivaganesan, Siva
5 Smarzewski, Ryszard
5 Smith, Philip W.
5 Stoĭkova, L. S.
5 Strauss, Hans
5 Wulbert, Daniel E.
5 Yang, Min
5 Zhou, Julie
5 Zielke, Roland
4 Barrow, David L.
4 Beccari, Carolina Vittoria
4 Borwein, Peter Benjamin
4 Cárdenas-Morales, Daniel
4 Casciola, Giulio
4 DasGupta, Anirban
4 Draper, Norman R.
4 Fëdorov, Valeriĭ V.
4 Fritzsche, Bernd
4 Huang, Jianfeng
4 Huillet, Thierry E.
4 Iserles, Arieh
4 Jetter, Kurt
4 Kirstein, Bernd
4 Kroó, András
4 Liu, Xin
4 Mädler, Conrad
4 Massot, Marc
4 Montepiedra, Grace
4 Nørsett, Syvert Paul
4 Pázman, Andrej
4 Prékopa, András
4 Putinar, Mihai
4 Rafajłowicz, Ewaryst
4 Rasa, Ioan
4 Sawa, Masanori
4 Shi, Yingguang
...and 1,150 more Authors
all top 5

Cited in 265 Serials

167 Journal of Approximation Theory
115 Journal of Statistical Planning and Inference
49 Journal of Mathematical Analysis and Applications
35 Communications in Statistics. Theory and Methods
34 Journal of Computational and Applied Mathematics
34 Statistics & Probability Letters
30 The Annals of Statistics
26 Numerische Mathematik
21 Metrika
20 Annals of the Institute of Statistical Mathematics
18 Journal of Differential Equations
18 Computational Statistics and Data Analysis
17 Proceedings of the American Mathematical Society
16 Journal of Multivariate Analysis
16 Transactions of the American Mathematical Society
16 Linear Algebra and its Applications
15 The Canadian Journal of Statistics
14 Journal of Computational Physics
14 Numerical Algorithms
12 Applied Mathematics and Computation
12 Constructive Approximation
11 Journal of Statistical Computation and Simulation
9 Mathematics of Computation
9 Insurance Mathematics & Economics
9 Statistics
9 Statistical Papers
8 Computers & Mathematics with Applications
8 Automatica
7 Journal of Theoretical Probability
7 European Journal of Operational Research
7 Stochastic Processes and their Applications
7 Applied and Computational Harmonic Analysis
7 Journal of Nonparametric Statistics
7 Statistics and Computing
6 Israel Journal of Mathematics
6 Journal d’Analyse Mathématique
6 Mathematische Zeitschrift
6 Zeitschrift für Wahrscheinlichkeitstheorie und Verwandte Gebiete
6 Operations Research Letters
6 SIAM Journal on Optimization
6 International Journal of Bifurcation and Chaos in Applied Sciences and Engineering
6 Qualitative Theory of Dynamical Systems
5 Mathematical Notes
5 The Annals of Probability
5 Annals of Operations Research
5 Communications in Statistics. Simulation and Computation
5 Cybernetics and Systems Analysis
5 Test
5 Advances in Computational Mathematics
4 Analysis Mathematica
4 Chaos, Solitons and Fractals
4 Computing
4 Journal of Applied Probability
4 Journal of Geometry
4 Manuscripta Mathematica
4 Numerical Functional Analysis and Optimization
4 Computer Aided Geometric Design
4 Statistical Science
4 Mathematical Programming. Series A. Series B
4 Indagationes Mathematicae. New Series
4 Journal of Mathematical Sciences (New York)
4 Bernoulli
4 Bulletin of the American Mathematical Society
4 Journal of Statistical Theory and Practice
4 Electronic Journal of Statistics
3 International Journal of Systems Science
3 Journal of Statistical Physics
3 Psychometrika
3 Calcolo
3 Journal of Econometrics
3 Journal of Functional Analysis
3 Journal of Optimization Theory and Applications
3 Journal of Soviet Mathematics
3 Rendiconti del Circolo Matemàtico di Palermo. Serie II
3 SIAM Journal on Numerical Analysis
3 Physica D
3 Applied Numerical Mathematics
3 Acta Mathematicae Applicatae Sinica. English Series
3 International Journal of Approximate Reasoning
3 Science in China. Series A
3 Journal of Dynamics and Differential Equations
3 Vestnik St. Petersburg University. Mathematics
3 Mathematical Methods of Statistics
3 St. Petersburg Mathematical Journal
3 Integral Transforms and Special Functions
3 Journal of Applied Statistics
3 Probability in the Engineering and Informational Sciences
3 Sankhyā. Series A
3 SIAM/ASA Journal on Uncertainty Quantification
2 Acta Mathematica Academiae Scientiarum Hungaricae
2 Advances in Applied Probability
2 Applicable Analysis
2 Computer Physics Communications
2 Discrete Applied Mathematics
2 Discrete Mathematics
2 Lithuanian Mathematical Journal
2 Mathematical Biosciences
2 Rocky Mountain Journal of Mathematics
2 Ukrainian Mathematical Journal
2 Theory of Probability and its Applications
...and 165 more Serials
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Cited in 54 Fields

475 Statistics (62-XX)
364 Approximations and expansions (41-XX)
204 Numerical analysis (65-XX)
138 Probability theory and stochastic processes (60-XX)
80 Ordinary differential equations (34-XX)
75 Operations research, mathematical programming (90-XX)
67 Real functions (26-XX)
64 Special functions (33-XX)
64 Harmonic analysis on Euclidean spaces (42-XX)
44 Linear and multilinear algebra; matrix theory (15-XX)
35 Integral transforms, operational calculus (44-XX)
34 Functions of a complex variable (30-XX)
34 Operator theory (47-XX)
30 Dynamical systems and ergodic theory (37-XX)
29 Systems theory; control (93-XX)
26 Game theory, economics, finance, and other social and behavioral sciences (91-XX)
22 Partial differential equations (35-XX)
22 Functional analysis (46-XX)
17 Calculus of variations and optimal control; optimization (49-XX)
16 Convex and discrete geometry (52-XX)
12 Algebraic geometry (14-XX)
12 Statistical mechanics, structure of matter (82-XX)
11 Combinatorics (05-XX)
10 Difference and functional equations (39-XX)
10 Fluid mechanics (76-XX)
9 Computer science (68-XX)
9 Information and communication theory, circuits (94-XX)
8 Biology and other natural sciences (92-XX)
7 Commutative algebra (13-XX)
7 Measure and integration (28-XX)
6 Potential theory (31-XX)
5 Integral equations (45-XX)
4 History and biography (01-XX)
4 Number theory (11-XX)
4 Optics, electromagnetic theory (78-XX)
4 Quantum theory (81-XX)
4 Geophysics (86-XX)
3 Field theory and polynomials (12-XX)
3 Differential geometry (53-XX)
3 Mechanics of particles and systems (70-XX)
2 General and overarching topics; collections (00-XX)
2 Mathematical logic and foundations (03-XX)
2 Associative rings and algebras (16-XX)
2 Topological groups, Lie groups (22-XX)
2 Sequences, series, summability (40-XX)
2 Geometry (51-XX)
2 General topology (54-XX)
2 Manifolds and cell complexes (57-XX)
1 Order, lattices, ordered algebraic structures (06-XX)
1 Group theory and generalizations (20-XX)
1 Several complex variables and analytic spaces (32-XX)
1 Mechanics of deformable solids (74-XX)
1 Classical thermodynamics, heat transfer (80-XX)
1 Mathematics education (97-XX)

Citations by Year