×

zbMATH — the first resource for mathematics

Hardin, Douglas P.

Compute Distance To:
Author ID: hardin.douglas-p Recent zbMATH articles by "Hardin, Douglas P."
Published as: Hardin, D.; Hardin, D. P.; Hardin, Doug; Hardin, Douglas; Hardin, Douglas P.; P. Hardin, Douglas
Documents Indexed: 84 Publications since 1984, including 2 Books

Publications by Year

Citations contained in zbMATH Open

70 Publications have been cited 1,114 times in 695 Documents Cited by Year
Fractal functions and wavelet expansions based on several scaling functions. Zbl 0806.41016
Geronimo, Jeffrey S.; Hardin, Douglas P.; Massopust, Peter R.
113
1994
Recurrent iterated function systems. Zbl 0659.60045
Barnsley, Michael F.; Elton, John H.; Hardin, Douglas P.
91
1989
Construction of orthogonal wavelets using fractal interpolation functions. Zbl 0873.42021
Donovan, George C.; Geronimo, Jeffrey S.; Hardin, Douglas P.; Massopust, Peter R.
71
1996
Discretizing manifolds via minimum energy points. Zbl 1095.49031
Hardin, D. P.; Saff, E. B.
69
2004
Hidden variable fractal interpolation functions. Zbl 0704.26009
Barnsley, M. F.; Elton, J.; Hardin, D.; Massopust, P.
69
1989
Solution of an inverse problem for fractals and other sets. Zbl 0613.28008
Barnsley, M. F.; Ervin, V.; Hardin, D.; Lancaster, J.
47
1986
Minimal Riesz energy point configurations for rectifiable \(d\)-dimensional manifolds. Zbl 1192.49048
Hardin, D. P.; Saff, E. B.
40
2005
Intertwining multiresolution analyses and the construction of piecewise-polynomial wavelets. Zbl 0857.42023
Donovan, George C.; Geronimo, Jeffrey S.; Hardin, Douglas P.
37
1996
Asymptotics for discrete weighted minimal Riesz energy problems on rectifiable sets. Zbl 1145.11059
Borodachov, S. V.; Hardin, D. P.; Saff, E. B.
36
2008
The next-order term for optimal Riesz and logarithmic energy asymptotics on the sphere. Zbl 1318.31011
Brauchart, J. S.; Hardin, D. P.; Saff, E. B.
34
2012
Fractal interpolation surfaces and a related 2-D multiresolution analysis. Zbl 0778.65009
Geronimo, J. S.; Hardin, D.
30
1993
Orthogonal polynomials and the construction of piecewise polynomial smooth wavelets. Zbl 0932.42021
Donovan, G. C.; Geronimo, J. S.; Hardin, D. P.
22
1999
The capacity for a class of fractal functions. Zbl 0605.28006
Hardin, D. P.; Massopust, P. R.
22
1986
Fractal interpolation functions from \(R^ n\) into \(R^ m\) and their projections. Zbl 0777.41022
Hardin, D. P.; Massopust, P. R.
21
1993
Dispersion population models discrete in time and continuous in space. Zbl 0732.92022
Hardin, D. P.; Takáč, P.; Webb, G. F.
21
1990
An exact formula for the measure dimensions associated with a class of piecewise linear maps. Zbl 0666.28004
Geronimo, J. S.; Hardin, D. P.
21
1989
Asymptotic properties of a continuous-space discrete-time population model in a random environment. Zbl 0717.92026
Hardin, D. P.; Takáč, P.; Webb, G. F.
20
1988
Multiresolution analyses based on fractal functions. Zbl 0772.41002
Hardin, Douglas P.; Kessler, Bruce; Massopust, Peter R.
19
1992
A comparison of dispersal strategies for survival of spatially heterogeneous populations. Zbl 0668.92014
Hardin, Douglas P.; Takáč, Peter; Webb, G. F.
18
1988
Biorthogonal multiwavelets on \([-1,1]\). Zbl 0952.42019
Hardin, Douglas P.; Marasovich, Jeffrey A.
17
1999
Characterizing kernels of operators related to thin-plate magnetizations via generalizations of Hodge decompositions. Zbl 1334.78017
Baratchart, L.; Hardin, D. P.; Lima, E. A.; Saff, E. B.; Weiss, B. P.
14
2013
The Riesz energy of the \(N\)th roots of unity: an asymptotic expansion for large \(N\). Zbl 1175.30003
Brauchart, J. S.; Hardin, D. P.; Saff, E. B.
14
2009
Optimal shift invariant spaces and their Parseval frame generators. Zbl 1133.42042
Aldroubi, Akram; Cabrelli, Carlos; Hardin, Douglas; Molter, Ursula
14
2007
Multiwavelet prefilters. I: Orthogonal prefilters preserving approximation order \(p\leq 2\). Zbl 0997.94505
Hardin, Douglas P.; Roach, David W.
13
1998
Low complexity methods for discretizing manifolds via Riesz energy minimization. Zbl 1304.31006
Borodachov, S. V.; Hardin, D. P.; Saff, E. B.
12
2014
Discrete energy asymptotics on a Riemannian circle. Zbl 1324.31006
Brauchart, Johann S.; Hardin, Douglas P.; Saff, Edward B.
12
2012
The matrix-valued Riesz lemma and local orthonormal bases in shift-invariant spaces. Zbl 1036.42035
Hardin, Douglas P.; Hogan, Thomas A.; Sun, Qiyu
12
2004
Universal lower bounds for potential energy of spherical codes. Zbl 1404.94154
Boyvalenkov, P. G.; Dragnev, P. D.; Hardin, D. P.; Saff, E. B.; Stoyanova, M. M.
11
2016
Polarization optimality of equally spaced points on the circle for discrete potentials. Zbl 1271.30001
Hardin, Douglas P.; Kendall, Amos P.; Saff, Edward B.
11
2013
Asymptotics of best-packing on rectifiable sets. Zbl 1124.28004
Borodachov, S. V.; Hardin, D. P.; Saff, E. B.
11
2007
Nonhomogeneous refinement equations. Zbl 0893.46031
Dinsenbacher, Thomas B.; Hardin, Douglas P.
11
1998
Periodic discrete energy for long-range potentials. Zbl 1310.74022
Hardin, D. P.; Saff, E. B.; Simanek, B.
10
2014
Dimensions associated with recurrent self-similar sets. Zbl 0742.28002
Deliu, Anca; Geronimo, J. S.; Shonkwiler, R.; Hardin, D.
10
1991
Mesh ratios for best-packing and limits of minimal energy configurations. Zbl 1349.31004
Bondarenko, A. V.; Hardin, D. P.; Saff, E. B.
9
2014
Multivariate nonhomogeneous refinement equations. Zbl 0945.42017
Dinsenbacher, Thomas B.; Hardin, Douglas P.
9
1999
A comparison of popular point configurations on \(\mathbb S^2\). Zbl 1370.31001
Hardin, D. P.; Michaels, T.; Saff, E. B.
8
2016
Quasi-uniformity of minimal weighted energy points on compact metric spaces. Zbl 1301.28004
Hardin, D. P.; Saff, E. B.; Whitehouse, J. T.
8
2012
Multiwavelet prefilters. II: Optimal orthogonal prefilters. Zbl 1028.94007
Attakitmongcol, Kitti; Hardin, Douglas P.; Wilkes, D. Mitchell
8
2001
Discrete energy on rectifiable sets. Zbl 1437.41002
Borodachov, Sergiy V.; Hardin, Douglas P.; Saff, Edward B.
7
2019
Universal upper and lower bounds on energy of spherical designs. Zbl 1370.31003
Boyvalenkov, P. G.; Dragnev, P. D.; Hardin, D. P.; Saff, E. B.; Stoyanova, M. M.
7
2015
Support of the logarithmic equilibrium measure on sets of revolution in \(\mathbb R^3\). Zbl 1121.82004
Hardin, D. P.; Saff, E. B.; Stahl, H.
7
2007
Refinable multivariate spline functions. Zbl 1205.41008
Goodman, Tim; Hardin, Doug
6
2005
Observed asymptotic differences in energies of stable and minimal point configurations on \(\mathbb{S}^2\) and the role of defects. Zbl 1302.31003
Calef, M.; Griffiths, W.; Schulz, A.; Fichtl, C.; Hardin, D.
5
2013
Condensers with touching plates and constrained minimum Riesz and Green energy problems. Zbl 1435.31009
Dragnev, P. D.; Fuglede, B.; Hardin, D. P.; Saff, E. B.; Zorii, N.
4
2019
Optimal discrete measures for Riesz potentials. Zbl 1401.31018
Borodachov, S. V.; Hardin, D. P.; Reznikov, A.; Saff, E. B.
4
2018
A sharp Balian-Low uncertainty principle for shift-invariant spaces. Zbl 1391.42036
Hardin, Douglas P.; Northington, Michael C.; Powell, Alexander M.
4
2018
Next order energy asymptotics for Riesz potentials on flat tori. Zbl 1405.31008
P. Hardin, Douglas; B. Saff, Edward; Z. Simanek, Brian; Su, Yujian
4
2017
Riesz \(s\)-equilibrium measures on \(d\)-rectifiable sets as \(s\) approaches \(d\). Zbl 1171.31001
Calef, Matthew T.; Hardin, Douglas P.
4
2009
The support of the limit distribution of optimal Riesz energy points on sets of revolution in \(\mathbb R^3\). Zbl 1153.81328
Brauchart, J. S.; Hardin, D. P.; Saff, E. B.
4
2007
Construction of wavelets and prewavelets over triangulations. Zbl 1024.42013
Hardin, Doug; Hong, Don
4
2003
Compactly supported, piecewise affine scaling functions on triangulations. Zbl 0962.42025
Donovan, G. C.; Geronimo, J. S.; Hardin, D. P.
4
2000
An application of Coxeter groups to the construction of wavelet bases in \(\mathbb{R}^ n\). Zbl 0861.42025
Geronimo, Jeffrey S.; Hardin, Douglas P.; Massopust, Peter R.
4
1994
Large deviation principles for hypersingular Riesz gases. Zbl 1398.82044
Hardin, Douglas P.; Leblé, Thomas; Saff, Edward B.; Serfaty, Sylvia
3
2018
Energy bounds for codes and designs in Hamming spaces. Zbl 1381.94137
Boyvalenkov, P. G.; Dragnev, P. D.; Hardin, D. P.; Saff, E. B.; Stoyanova, M. M.
3
2017
Inverse Bernstein inequalities and min-max-min problems on the unit circle. Zbl 1357.30002
Erdélyi, Tamás; Hardin, Douglas P.; Saff, Edward B.
3
2015
Riesz energy and sets of revolution in \(\mathbb R^3\). Zbl 1185.28008
Brauchart, Johann S.; Hardin, Douglas P.; Saff, Edward B.
3
2009
A class of orthogonal multiresolution analyses in 2D. Zbl 0835.65159
Donovan, George C.; Geronimo, Jeffrey S.; Hardin, Douglas P.
3
1995
On spherical codes with inner products in a prescribed interval. Zbl 1448.94301
Boyvalenkov, P. G.; Dragnev, P. D.; Hardin, D. P.; Saff, E. B.; Stoyanova, M. M.
2
2019
Asymptotics of weighted best-packing on rectifiable sets. Zbl 1192.28002
Borodachov, S. V.; Hardin, D. P.; Saff, E. B.
2
2008
Refinable subspaces of a refinable space. Zbl 0945.39011
Hardin, Douglas P.; Hogan, Thomas A.
2
2000
Energy bounds for codes in polynomial metric spaces. Zbl 1454.94139
Boyvalenkov, P. G.; Dragnev, P. D.; Hardin, D. P.; Saff, E. B.; Stoyanova, M. M.
1
2019
Universal lower bounds on energy and LP-extremal polynomials for \((4, 24)\)-codes. Zbl 1439.94105
Boyvalenkov, Peter; Dragnev, Peter; Hardin, Douglas; Saff, Edward; Stoyanova, Maya
1
2017
Wavelets centered on a knot sequence: theory, construction, and applications. Zbl 1325.42038
Atkinson, Bruce W.; Bruff, Derek O.; Geronimo, Jeffrey S.; Hardin, Douglas P.
1
2015
Refinable shift invariant spaces of spline functions. Zbl 1081.41005
Goodman, Tim; Hardin, Doug
1
2005
Orthogonal macroelement scaling vectors and wavelets in 1-D. Zbl 1271.42049
Hardin, Douglas P.; Kessler, Bruce
1
2003
Wavelets are piecewise fractal interpolation functions. Zbl 1047.42026
Hardin, Douglas P.
1
2002
Squeezable bases and semi-regular multiresolutions. Zbl 1030.42032
Bruff, Derek; Hardin, Douglas P.
1
2002
Squeezable orthogonal bases: Accuracy and smoothness. Zbl 1026.42034
Donovan, George C.; Geronimo, Jeffrey S.; Hardin, Douglas P.
1
2002
Construction of orthogonal multiwavelets using fractal interpolation functions. Zbl 0989.42024
Donovan, George; Geronimo, Jeffrey S.; Hardin, Douglas P.
1
1999
Solutions for model Boltzmann equations proposed by Ziff. Zbl 0579.76078
Hardin, D. P.; Herod, J. V.
1
1984
Discrete energy on rectifiable sets. Zbl 1437.41002
Borodachov, Sergiy V.; Hardin, Douglas P.; Saff, Edward B.
7
2019
Condensers with touching plates and constrained minimum Riesz and Green energy problems. Zbl 1435.31009
Dragnev, P. D.; Fuglede, B.; Hardin, D. P.; Saff, E. B.; Zorii, N.
4
2019
On spherical codes with inner products in a prescribed interval. Zbl 1448.94301
Boyvalenkov, P. G.; Dragnev, P. D.; Hardin, D. P.; Saff, E. B.; Stoyanova, M. M.
2
2019
Energy bounds for codes in polynomial metric spaces. Zbl 1454.94139
Boyvalenkov, P. G.; Dragnev, P. D.; Hardin, D. P.; Saff, E. B.; Stoyanova, M. M.
1
2019
Optimal discrete measures for Riesz potentials. Zbl 1401.31018
Borodachov, S. V.; Hardin, D. P.; Reznikov, A.; Saff, E. B.
4
2018
A sharp Balian-Low uncertainty principle for shift-invariant spaces. Zbl 1391.42036
Hardin, Douglas P.; Northington, Michael C.; Powell, Alexander M.
4
2018
Large deviation principles for hypersingular Riesz gases. Zbl 1398.82044
Hardin, Douglas P.; Leblé, Thomas; Saff, Edward B.; Serfaty, Sylvia
3
2018
Next order energy asymptotics for Riesz potentials on flat tori. Zbl 1405.31008
P. Hardin, Douglas; B. Saff, Edward; Z. Simanek, Brian; Su, Yujian
4
2017
Energy bounds for codes and designs in Hamming spaces. Zbl 1381.94137
Boyvalenkov, P. G.; Dragnev, P. D.; Hardin, D. P.; Saff, E. B.; Stoyanova, M. M.
3
2017
Universal lower bounds on energy and LP-extremal polynomials for \((4, 24)\)-codes. Zbl 1439.94105
Boyvalenkov, Peter; Dragnev, Peter; Hardin, Douglas; Saff, Edward; Stoyanova, Maya
1
2017
Universal lower bounds for potential energy of spherical codes. Zbl 1404.94154
Boyvalenkov, P. G.; Dragnev, P. D.; Hardin, D. P.; Saff, E. B.; Stoyanova, M. M.
11
2016
A comparison of popular point configurations on \(\mathbb S^2\). Zbl 1370.31001
Hardin, D. P.; Michaels, T.; Saff, E. B.
8
2016
Universal upper and lower bounds on energy of spherical designs. Zbl 1370.31003
Boyvalenkov, P. G.; Dragnev, P. D.; Hardin, D. P.; Saff, E. B.; Stoyanova, M. M.
7
2015
Inverse Bernstein inequalities and min-max-min problems on the unit circle. Zbl 1357.30002
Erdélyi, Tamás; Hardin, Douglas P.; Saff, Edward B.
3
2015
Wavelets centered on a knot sequence: theory, construction, and applications. Zbl 1325.42038
Atkinson, Bruce W.; Bruff, Derek O.; Geronimo, Jeffrey S.; Hardin, Douglas P.
1
2015
Low complexity methods for discretizing manifolds via Riesz energy minimization. Zbl 1304.31006
Borodachov, S. V.; Hardin, D. P.; Saff, E. B.
12
2014
Periodic discrete energy for long-range potentials. Zbl 1310.74022
Hardin, D. P.; Saff, E. B.; Simanek, B.
10
2014
Mesh ratios for best-packing and limits of minimal energy configurations. Zbl 1349.31004
Bondarenko, A. V.; Hardin, D. P.; Saff, E. B.
9
2014
Characterizing kernels of operators related to thin-plate magnetizations via generalizations of Hodge decompositions. Zbl 1334.78017
Baratchart, L.; Hardin, D. P.; Lima, E. A.; Saff, E. B.; Weiss, B. P.
14
2013
Polarization optimality of equally spaced points on the circle for discrete potentials. Zbl 1271.30001
Hardin, Douglas P.; Kendall, Amos P.; Saff, Edward B.
11
2013
Observed asymptotic differences in energies of stable and minimal point configurations on \(\mathbb{S}^2\) and the role of defects. Zbl 1302.31003
Calef, M.; Griffiths, W.; Schulz, A.; Fichtl, C.; Hardin, D.
5
2013
The next-order term for optimal Riesz and logarithmic energy asymptotics on the sphere. Zbl 1318.31011
Brauchart, J. S.; Hardin, D. P.; Saff, E. B.
34
2012
Discrete energy asymptotics on a Riemannian circle. Zbl 1324.31006
Brauchart, Johann S.; Hardin, Douglas P.; Saff, Edward B.
12
2012
Quasi-uniformity of minimal weighted energy points on compact metric spaces. Zbl 1301.28004
Hardin, D. P.; Saff, E. B.; Whitehouse, J. T.
8
2012
The Riesz energy of the \(N\)th roots of unity: an asymptotic expansion for large \(N\). Zbl 1175.30003
Brauchart, J. S.; Hardin, D. P.; Saff, E. B.
14
2009
Riesz \(s\)-equilibrium measures on \(d\)-rectifiable sets as \(s\) approaches \(d\). Zbl 1171.31001
Calef, Matthew T.; Hardin, Douglas P.
4
2009
Riesz energy and sets of revolution in \(\mathbb R^3\). Zbl 1185.28008
Brauchart, Johann S.; Hardin, Douglas P.; Saff, Edward B.
3
2009
Asymptotics for discrete weighted minimal Riesz energy problems on rectifiable sets. Zbl 1145.11059
Borodachov, S. V.; Hardin, D. P.; Saff, E. B.
36
2008
Asymptotics of weighted best-packing on rectifiable sets. Zbl 1192.28002
Borodachov, S. V.; Hardin, D. P.; Saff, E. B.
2
2008
Optimal shift invariant spaces and their Parseval frame generators. Zbl 1133.42042
Aldroubi, Akram; Cabrelli, Carlos; Hardin, Douglas; Molter, Ursula
14
2007
Asymptotics of best-packing on rectifiable sets. Zbl 1124.28004
Borodachov, S. V.; Hardin, D. P.; Saff, E. B.
11
2007
Support of the logarithmic equilibrium measure on sets of revolution in \(\mathbb R^3\). Zbl 1121.82004
Hardin, D. P.; Saff, E. B.; Stahl, H.
7
2007
The support of the limit distribution of optimal Riesz energy points on sets of revolution in \(\mathbb R^3\). Zbl 1153.81328
Brauchart, J. S.; Hardin, D. P.; Saff, E. B.
4
2007
Minimal Riesz energy point configurations for rectifiable \(d\)-dimensional manifolds. Zbl 1192.49048
Hardin, D. P.; Saff, E. B.
40
2005
Refinable multivariate spline functions. Zbl 1205.41008
Goodman, Tim; Hardin, Doug
6
2005
Refinable shift invariant spaces of spline functions. Zbl 1081.41005
Goodman, Tim; Hardin, Doug
1
2005
Discretizing manifolds via minimum energy points. Zbl 1095.49031
Hardin, D. P.; Saff, E. B.
69
2004
The matrix-valued Riesz lemma and local orthonormal bases in shift-invariant spaces. Zbl 1036.42035
Hardin, Douglas P.; Hogan, Thomas A.; Sun, Qiyu
12
2004
Construction of wavelets and prewavelets over triangulations. Zbl 1024.42013
Hardin, Doug; Hong, Don
4
2003
Orthogonal macroelement scaling vectors and wavelets in 1-D. Zbl 1271.42049
Hardin, Douglas P.; Kessler, Bruce
1
2003
Wavelets are piecewise fractal interpolation functions. Zbl 1047.42026
Hardin, Douglas P.
1
2002
Squeezable bases and semi-regular multiresolutions. Zbl 1030.42032
Bruff, Derek; Hardin, Douglas P.
1
2002
Squeezable orthogonal bases: Accuracy and smoothness. Zbl 1026.42034
Donovan, George C.; Geronimo, Jeffrey S.; Hardin, Douglas P.
1
2002
Multiwavelet prefilters. II: Optimal orthogonal prefilters. Zbl 1028.94007
Attakitmongcol, Kitti; Hardin, Douglas P.; Wilkes, D. Mitchell
8
2001
Compactly supported, piecewise affine scaling functions on triangulations. Zbl 0962.42025
Donovan, G. C.; Geronimo, J. S.; Hardin, D. P.
4
2000
Refinable subspaces of a refinable space. Zbl 0945.39011
Hardin, Douglas P.; Hogan, Thomas A.
2
2000
Orthogonal polynomials and the construction of piecewise polynomial smooth wavelets. Zbl 0932.42021
Donovan, G. C.; Geronimo, J. S.; Hardin, D. P.
22
1999
Biorthogonal multiwavelets on \([-1,1]\). Zbl 0952.42019
Hardin, Douglas P.; Marasovich, Jeffrey A.
17
1999
Multivariate nonhomogeneous refinement equations. Zbl 0945.42017
Dinsenbacher, Thomas B.; Hardin, Douglas P.
9
1999
Construction of orthogonal multiwavelets using fractal interpolation functions. Zbl 0989.42024
Donovan, George; Geronimo, Jeffrey S.; Hardin, Douglas P.
1
1999
Multiwavelet prefilters. I: Orthogonal prefilters preserving approximation order \(p\leq 2\). Zbl 0997.94505
Hardin, Douglas P.; Roach, David W.
13
1998
Nonhomogeneous refinement equations. Zbl 0893.46031
Dinsenbacher, Thomas B.; Hardin, Douglas P.
11
1998
Construction of orthogonal wavelets using fractal interpolation functions. Zbl 0873.42021
Donovan, George C.; Geronimo, Jeffrey S.; Hardin, Douglas P.; Massopust, Peter R.
71
1996
Intertwining multiresolution analyses and the construction of piecewise-polynomial wavelets. Zbl 0857.42023
Donovan, George C.; Geronimo, Jeffrey S.; Hardin, Douglas P.
37
1996
A class of orthogonal multiresolution analyses in 2D. Zbl 0835.65159
Donovan, George C.; Geronimo, Jeffrey S.; Hardin, Douglas P.
3
1995
Fractal functions and wavelet expansions based on several scaling functions. Zbl 0806.41016
Geronimo, Jeffrey S.; Hardin, Douglas P.; Massopust, Peter R.
113
1994
An application of Coxeter groups to the construction of wavelet bases in \(\mathbb{R}^ n\). Zbl 0861.42025
Geronimo, Jeffrey S.; Hardin, Douglas P.; Massopust, Peter R.
4
1994
Fractal interpolation surfaces and a related 2-D multiresolution analysis. Zbl 0778.65009
Geronimo, J. S.; Hardin, D.
30
1993
Fractal interpolation functions from \(R^ n\) into \(R^ m\) and their projections. Zbl 0777.41022
Hardin, D. P.; Massopust, P. R.
21
1993
Multiresolution analyses based on fractal functions. Zbl 0772.41002
Hardin, Douglas P.; Kessler, Bruce; Massopust, Peter R.
19
1992
Dimensions associated with recurrent self-similar sets. Zbl 0742.28002
Deliu, Anca; Geronimo, J. S.; Shonkwiler, R.; Hardin, D.
10
1991
Dispersion population models discrete in time and continuous in space. Zbl 0732.92022
Hardin, D. P.; Takáč, P.; Webb, G. F.
21
1990
Recurrent iterated function systems. Zbl 0659.60045
Barnsley, Michael F.; Elton, John H.; Hardin, Douglas P.
91
1989
Hidden variable fractal interpolation functions. Zbl 0704.26009
Barnsley, M. F.; Elton, J.; Hardin, D.; Massopust, P.
69
1989
An exact formula for the measure dimensions associated with a class of piecewise linear maps. Zbl 0666.28004
Geronimo, J. S.; Hardin, D. P.
21
1989
Asymptotic properties of a continuous-space discrete-time population model in a random environment. Zbl 0717.92026
Hardin, D. P.; Takáč, P.; Webb, G. F.
20
1988
A comparison of dispersal strategies for survival of spatially heterogeneous populations. Zbl 0668.92014
Hardin, Douglas P.; Takáč, Peter; Webb, G. F.
18
1988
Solution of an inverse problem for fractals and other sets. Zbl 0613.28008
Barnsley, M. F.; Ervin, V.; Hardin, D.; Lancaster, J.
47
1986
The capacity for a class of fractal functions. Zbl 0605.28006
Hardin, D. P.; Massopust, P. R.
22
1986
Solutions for model Boltzmann equations proposed by Ziff. Zbl 0579.76078
Hardin, D. P.; Herod, J. V.
1
1984
all top 5

Cited by 869 Authors

34 Saff, Edward Barry
23 Hardin, Douglas P.
20 Chand, Arya Kumar Bedabrata
17 Hardin, Doug P.
13 La Torre, Davide
11 Massopust, Peter R.
10 Cabrelli, Carlos A.
10 Navascués, María Antonia
10 Viswanathan, Puthan Veedu
9 Boyvalenkov, Peter G.
9 Brauchart, Johann S.
9 Han, Bin
9 Vijender, Nallapu
9 Yang, Shouzhi
8 Beltrán, Carlos
8 Bouboulis, Pantelis
8 Dragnev, Peter D.
8 Jiang, Qingtang
8 Kunze, Harald
8 Zorii, Natalia
7 Bétermin, Laurent
7 Cui, Lihong
7 Dalla, Leoni
7 Molter, Ursula Maria
7 Vrscay, Edward Robert
6 Aldroubi, Akram
6 Barnsley, Michael Fielding
6 Charina, Maria
6 Geronimo, Jeffrey S.
6 Kapoor, Govind P.
6 Kunze, Herb E.
6 Mantica, Giorgio
6 Stevenson, Rob P.
6 Stoyanova, M. M.
6 Wang, Hongyong
5 Akhtar, Md. Nasim
5 Baratchart, Laurent
5 Borodachov, Sergiy V.
5 Calef, Matthew T.
5 Cheng, Zhengxing
5 Chui, Charles Kam-tai
5 Drakopoulos, Vasileios
5 Fornberg, Bengt
5 Gerhards, Christian
5 Jørgensen, Palle E. T.
5 Leblond, Juliette
5 Lewis, Mark Alun
5 Li, Baobin
5 Ortega-Cerdà, Joaquim
5 Petrache, Mircea
5 Prasad, M. Guru Prem
5 Ruan, Huo-Jun
5 Ruiz Galán, Manuel
5 Schwab, Christoph
5 Serfaty, Sylvia
5 Sun, Qiyu
5 Wright, Grady B.
5 Zhuang, Zhuo
4 Etayo, Ujué
4 Fernau, Henning
4 Harbrecht, Helmut
4 Kapica, Rafał
4 Kessler, Bruce
4 Li, Song
4 Luor, Dahchin
4 Marzo, Jordi
4 Morawiec, Janusz
4 Peng, Lizhong
4 Pötzsche, Christian
4 Prasad, Srijanani Anurag
4 Pritsker, Igor E.
4 Reznikov, A. B.
4 Roychowdhury, Mrinal Kanti
4 Schreiber, Sebastian J.
4 Shen, Zuowei
4 Vlasiuk, Oleksandr V.
4 Wendland, Wolfgang L.
4 Xie, Changzhen
4 Yun, Cholhui
4 Zhou, Dingxuan
4 Zhuang, Xiaosheng
3 Bachmayr, Markus
3 Bilyk, Dmitry
3 Culik, Karel II
3 Daubechies, Ingrid Chantal
3 Dick, Josef
3 Dubinin, Vladimir N.
3 Ephremidze, Lasha
3 Erdélyi, Tamás
3 Feng, Zhigang
3 Hong, Don
3 Huang, Yongdong
3 Keinert, Fritz
3 Kestler, Sebastian
3 Kiessling, Michael Karl-Heinz
3 Kim, Jinmyong
3 Kurdila, Andrew J.
3 Levere, Kimberly M.
3 Li, Jinjun
3 Li, Xiujuan
...and 769 more Authors
all top 5

Cited in 216 Serials

38 Journal of Mathematical Analysis and Applications
34 Fractals
28 Applied and Computational Harmonic Analysis
26 Journal of Approximation Theory
24 Constructive Approximation
19 Chaos, Solitons and Fractals
17 Applied Mathematics and Computation
17 Journal of Computational and Applied Mathematics
17 The Journal of Fourier Analysis and Applications
16 Computers & Mathematics with Applications
16 Mathematics of Computation
14 Journal of Mathematical Biology
14 Proceedings of the American Mathematical Society
14 International Journal of Wavelets, Multiresolution and Information Processing
10 Transactions of the American Mathematical Society
8 Journal of Computational Physics
8 Advances in Computational Mathematics
7 Journal of Mathematical Physics
7 Journal of Complexity
6 Nonlinear Analysis. Theory, Methods & Applications. Series A: Theory and Methods
6 Numerical Functional Analysis and Optimization
6 International Journal of Bifurcation and Chaos in Applied Sciences and Engineering
6 Mathematical Problems in Engineering
6 Communications in Nonlinear Science and Numerical Simulation
5 Numerische Mathematik
5 Journal of Scientific Computing
5 International Journal of Computer Mathematics
5 Linear Algebra and its Applications
5 Potential Analysis
5 Nonlinear Dynamics
5 Foundations of Computational Mathematics
4 Mathematical Biosciences
4 Bulletin of Mathematical Biology
4 Journal of Functional Analysis
4 Acta Applicandae Mathematicae
4 Discrete & Computational Geometry
4 SIAM Journal on Mathematical Analysis
4 Mediterranean Journal of Mathematics
4 Journal of Fixed Point Theory and Applications
3 Applicable Analysis
3 Bulletin of the Australian Mathematical Society
3 Journal of Statistical Physics
3 Nonlinearity
3 BIT
3 Mathematische Nachrichten
3 Mathematika
3 Results in Mathematics
3 Computer Aided Geometric Design
3 Physica D
3 Designs, Codes and Cryptography
3 Applied Mathematics. Series B (English Edition)
3 Discrete and Continuous Dynamical Systems
3 Chaos
3 Acta Mathematica Sinica. English Series
3 Nonlinear Analysis. Real World Applications
3 Analysis in Theory and Applications
3 Analysis and Mathematical Physics
2 Israel Journal of Mathematics
2 Rocky Mountain Journal of Mathematics
2 Advances in Mathematics
2 The Annals of Statistics
2 Journal of Optimization Theory and Applications
2 Mathematics and Computers in Simulation
2 Monatshefte für Mathematik
2 SIAM Journal on Numerical Analysis
2 Theoretical Computer Science
2 Theoretical Population Biology
2 Circuits, Systems, and Signal Processing
2 Applied Numerical Mathematics
2 Probability Theory and Related Fields
2 Applied Mathematics Letters
2 Applied Mathematical Modelling
2 Pattern Recognition
2 Stochastic Processes and their Applications
2 Journal of Mathematical Imaging and Vision
2 SIAM Journal on Scientific Computing
2 Computational and Applied Mathematics
2 Journal of Difference Equations and Applications
2 The ANZIAM Journal
2 Dynamical Systems
2 Discrete and Continuous Dynamical Systems. Series B
2 Advances in Complex Systems
2 Computational Methods and Function Theory
2 SIAM Journal on Applied Dynamical Systems
2 Science in China. Series F
2 EURASIP Journal on Advances in Signal Processing
2 Asian-European Journal of Mathematics
2 Science China. Mathematics
2 GEM - International Journal on Geomathematics
2 Axioms
1 Acta Informatica
1 Archive for Rational Mechanics and Analysis
1 Computers and Fluids
1 Communications in Mathematical Physics
1 Computer Methods in Applied Mechanics and Engineering
1 Computer Physics Communications
1 Communications on Pure and Applied Mathematics
1 International Journal of Control
1 Inverse Problems
1 Information Processing Letters
...and 116 more Serials
all top 5

Cited in 53 Fields

221 Numerical analysis (65-XX)
173 Harmonic analysis on Euclidean spaces (42-XX)
172 Measure and integration (28-XX)
136 Approximations and expansions (41-XX)
77 Dynamical systems and ergodic theory (37-XX)
64 Information and communication theory, circuits (94-XX)
62 Potential theory (31-XX)
47 Probability theory and stochastic processes (60-XX)
41 Computer science (68-XX)
40 Biology and other natural sciences (92-XX)
36 Operator theory (47-XX)
32 Partial differential equations (35-XX)
31 Convex and discrete geometry (52-XX)
28 Calculus of variations and optimal control; optimization (49-XX)
25 Number theory (11-XX)
25 Integral equations (45-XX)
24 Statistical mechanics, structure of matter (82-XX)
23 Functional analysis (46-XX)
20 Real functions (26-XX)
18 Linear and multilinear algebra; matrix theory (15-XX)
18 Difference and functional equations (39-XX)
16 Statistics (62-XX)
15 Ordinary differential equations (34-XX)
13 Functions of a complex variable (30-XX)
13 Special functions (33-XX)
12 Mechanics of deformable solids (74-XX)
12 Operations research, mathematical programming (90-XX)
9 Combinatorics (05-XX)
9 Systems theory; control (93-XX)
8 Global analysis, analysis on manifolds (58-XX)
8 Geophysics (86-XX)
7 General topology (54-XX)
6 Group theory and generalizations (20-XX)
6 Quantum theory (81-XX)
6 Game theory, economics, finance, and other social and behavioral sciences (91-XX)
5 Algebraic geometry (14-XX)
5 Mechanics of particles and systems (70-XX)
4 Abstract harmonic analysis (43-XX)
3 Field theory and polynomials (12-XX)
3 Geometry (51-XX)
3 Manifolds and cell complexes (57-XX)
3 Optics, electromagnetic theory (78-XX)
2 General and overarching topics; collections (00-XX)
2 Several complex variables and analytic spaces (32-XX)
1 History and biography (01-XX)
1 Commutative algebra (13-XX)
1 Sequences, series, summability (40-XX)
1 Integral transforms, operational calculus (44-XX)
1 Differential geometry (53-XX)
1 Algebraic topology (55-XX)
1 Fluid mechanics (76-XX)
1 Astronomy and astrophysics (85-XX)
1 Mathematics education (97-XX)

Citations by Year