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ЦИТИРАНОСТ РАДОВА ДР ЂУРЂА У. ЦВИЈОВИЋА
ЦИТИРАНИ РАД
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Periodicum Biologorum 90 (1988) 175-178.
2.
Journal de Physique I 2 (1992) 137-147.
3.
Journal de Physique I 2 (1992) 2191-2205.
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Journal de Physique I 2 (1992) 2207-2220.
5.
Journal de Physique I 3 (1993) 909-924.
6.
Proceedings of the Royal Society of London Series A-Mathematical Physical
and Engineering Sciences 444 (1994) 525-532.
7.
Chemical Physics Letters 226 (1994) 93-99.
8.
Mathematics of Computation 64 (1995) 205-210.
9.
Proceedings of the American Mathematical Society 123 (1995) 1527-1535.
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Science 267 (1995) 664-666.
Proceedings of the American Mathematical Society 125 (1997) 1263-1271
Proceedings of the American Mathematical Society 125 (1997) 2543-2550.
Nieuw Archief voor Wiskunde 16 (1998) 11-14.
Matematički vesnik (Belgrade) 50 (1998) 105-110
Mathematics of Computation 68 (1999) 1623-1630.
Journal of Computational and Applied Mathematics 106 (1999) 169-175.
Chemical Physics Letters 314 (1999) 543-551.
Mathematica Slovaca 50 (2000) 149–157.
Mamatematički Vesnik 52 (2000) 47–54.
Mathematica Slovaca 50 (2000) 159–64.
Atti del Seminario Matematico e Fisico dell'Università di Modena XLVIII
(2000) 317-333.
22. Journal of Computational and Applied Mathematics 142 (2002) 435-439.
Chapter in the book “Handbook of global optimization,Volume 2: Heuristic
23. approaches“ (Editors P. M. Pardalos and H. E. Romeijn), Kluwer Academic
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24. Mathematical Proceedings of the Cambridge Philosophical Society 135
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25. Proceedings of the Royal Society of London Series A – Mathematical, Physi-
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(2003) 199-209.
cal and Engineering Sciences 463 (2007) 897-905.
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Journal of Physics A – Mathematical and Theoretical 40 (2007) 15019-28.
Integral Transforms and Special Functions 18 (2007) 569-579.
Journal of Mathematical Analysis and Applications 332 (2007) 1056-1062.
Advanced Studies in Contemporary Mathematics 15 (2007) 1-12
Journal of Mathematical Physics 48 (2007) 043507
Applied Mathematics and Computation 190 (2007) 590-598
Integral Transforms and Special Functions 19 (2008) 147-155.
Journal of Mathematical Analysis and Applications 337 (2008) 169-173.
Numerical Algorithms 49 (2008) 129-141
Journal of Mathematical Physics 50 (2009) 023515.
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Applied Mathematics Letters 22 (2009) 1081-1084.
Applied Mathematics and Computation 215 (2009) 3002-3006.
Journal of Mathematical Analysis and Applications 351 (2009) 244-256.
Physica A: Statistical Mechanics and its Applications 389 (2010) 1594-1600.
Applied Mathematics and Computation 215 (2010) 4040-4043.
Taiwanese Journal of Mathematics 13 (2009) 855-870.
Theoretical and Mathematical Physics 166 (2011) 37-42.
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Цитираност радова (без самоцитата):
1. R. Srejic, T. Wieczorkiewicz, D. Vucelic, D. Cvijović, V. Stamovska, Mhyelinated
neural cell-membrane water permeability measurements on isolated frog sciatic nerve –
complex NMR approach , Periodicum Biologorum 90 (1988) 175-178.
1.
G. Bacic, S. Ratkovic, Water transport through membranes: A review of NMR studies of model and
biological systems, Studia Biophysica 138 (1990) 95-104.
2.
C. N. Radenovic, G. V. Maksimov, M. G. Jeremic, Z. B. Vucinic, Microviscosity of plasma membranes of Nitella cells during rest and excitation, Biofizika 45 (2000) 502-508.
2. D. Cvijović, J. Klinowski, Тhe T and CLP families of triply periodic minimal surfaces.
Part 1. Derivation of parametric equations, Journal de Physique I 2 (1992) 137-147.
1.
C. Oguey, J.F. Sadoc, Crystallographic aspects of the Bonnet transformation for periodic minimal
surfaces (and crystals of films), Journal de Physique I 3 (1993) 839-854.
2.
H. Terrones, A. L. Mackay, Triply periodic minimal surfaces decorated with curved graphite, Chemical Physics Letters 207 (1993) 45-50.
3.
K. Yang, Complete Minimal Surfaces of Finite Total Curvature, Kluwer Academic Publishers, Dordrecht, 1994.
4.
W. Fischer, E. Koch, Spanning minimal surfaces, Philosophical Transactions of the Royal Society of
London Series A-Mathematical Physical and Engineering Sciences 354 (1996) 2105-2142.
5.
J. Klinowski, A. L. Mackay, H. Terrones, Curved surfaces in chemical structure, Philosophical
Transactions of the Royal Society of London Series A-Mathematical Physical and Engineering Sciences 354 (1996) 1975-1987.
6.
Fogden, S. T. Hyde, Continuous transformations of cubic minimal surfaces, European Physical Journal B 7 (1999) 91-104.
7.
E. Koch, W. Fischer, Minimal surfaces with self-intersections along straight lines. I. Derivation and
properties, Acta Crystallographica Section A 55 (1999) 58-64.
8.
R. Holyst and W. T. Gozdz, Periodic surfaces in physics, chemistry and biology, Chapter in: G. L.
Trigg (Ed.), Encyclopedia of Applied Physics, Update 1, Wiley-VCH Verlag GmbH, 1999, pp. 145160. Article Online Posting Date: April 15, 2003 in Digital Encyclopedia of Applied Physics, doi:
10.1002/3527600434.eap582.
9.
P. J. F. Gandy, J. Klinowski, Exact computation of the triply periodic G ('Gyroid') minimal surface,
Chemical Physics Letters 321 (2000) 363-371.
10. P. J. F. Gandy, J. Klinowski, Exact computation of the triply periodic Schwarz P minimal surface,
Chemical Physics Letters 322 (2000) 579-586.
11. E. Koch, Self-intersecting three-periodic minimal surfaces forming two-periodic (flat) labyrinths,
Zeitschrift fur Kristallographie 215 (2000) 386-392.
12. P. J. F. Gandy, S. Bardhan, A. L. Mackay, J. Klinowski, Nodal surface approximations to the P, G, D
and I-WP triply periodic minimal surfaces, Chemical Physics Letters 336 (2001) 187-195.
13. E. Koch, Self-intersecting three-periodic minimal surfaces forming one-periodic tubes or finite polyhedra, Zeitschrift fur Kristallographie 216 (2001) 430-437.
14. C. D. Santangelo, R. D. Kamien, Elliptic phases: A study of the nonlinear elasticity of twist-grain
boundaries, Physical Review Letters 96 (2006) 137801.
15. C. D. Santangelo, R. D. Kamien, Triply periodic smectic liquid crystals, Physical Review E 75 (2007)
011702.
3. D. Cvijović, J. Klinowski, Тhe T and CLP families of triply periodic minimal surfaces.
Part 2. The properties and computation of T surfaces, Journal de Physique I 2 (1992)
2191-2205.
1.
H. Terrones, A. L. Mackay, Triply periodic minimal surfaces decorated with curved graphite, Chemical Physics Letters 207 (1993) 45-50.
2.
W. Fischer, E. Koch, Spanning minimal surfaces, Philosophical Transactions of the Royal Society of
London Series A-Mathematical Physical and Engineering Sciences 354 (1996) 2105-2142.
3.
J. Klinowski, A. L. Mackay, H. Terrones, Curved surfaces in chemical structure, Philosophical
Transactions of the Royal Society of London Series A-Mathematical Physical and Engineering
Sciences 354 (1996) 1975-1987.
4.
E. Koch, W. Fischer, Minimal surfaces with self-intersections along straight lines. I. Derivation and
properties, Acta Crystallographica Section A 55 (1999) 58-64.
5.
R. Holyst and W. T. Gozdz, Periodic surfaces in physics, chemistry and biology, Chapter in: G. L.
Trigg (Ed.), Encyclopedia of Applied Physics, Update 1, Wiley-VCH Verlag GmbH, 1999, pp. 145160. Article Online Posting Date: April 15, 2003 in Digital Encyclopedia of Applied Physics, doi:
10.1002/3527600434.eap582.
6.
P. J. F. Gandy, J. Klinowski, Exact computation of the triply periodic G ('Gyroid') minimal surface,
Chemical Physics Letters 321 (2000) 363-371.
7.
P. J. F. Gandy, J. Klinowski, Exact computation of the triply periodic Schwarz P minimal surface,
Chemical Physics Letters 322 (2000) 579-586.
8.
E. Koch, Self-intersecting three-periodic minimal surfaces forming two-periodic (flat) labyrinths,
Zeitschrift fur Kristallographie 215 (2000) 386-392.
9.
P. J. F. Gandy, S. Bardhan, A. L. Mackay, J. Klinowski, Nodal surface approximations to the P, G, D
and I-WP triply periodic minimal surfaces, Chemical Physics Letters 336 (2001) 187-195.
10. E. Koch, Self-intersecting three-periodic minimal surfaces forming one-periodic tubes or finite polyhedra, Zeitschrift fur Kristallographie 216 (2001) 430-437.
11. H. Aoki, M. Koshino, D. Takeda, H. Morise, K. Kuroki, Electronic structure of periodic curved surfaces: Topological band structure, Physical Review B 65 (2002) 035102.
12. R. B. King, Zeolite-like possible carbon and boron nitride allotropes, Chapter in: M. V. Diudea,
Nanostructures: novel architecture, Nova Science Publishers, Hauppauge, NY, 2005, pp. 269-297.
13. C. D. Santangelo, R. D. Kamien, Elliptic phases: A study of the nonlinear elasticity of twist-grain
boundaries, Physical Review Letters 96 (2006) 137801.
14. C. D. Santangelo, R. D. Kamien, Triply periodic smectic liquid crystals, Physical Review Е 75 (2007)
011702.
4. D. Cvijović, J. Klinowski, Тhe T and CLP families of triply periodic minimal surfaces.
Part 3. The properties and computation of CLP surface, Journal de Physique I 2 (1992)
2207-2220.
1.
H. Terrones, A. L. Mackay, Triply periodic minimal surfaces decorated with curved graphite, Chemical Physics Letters 207 (1993) 45-50.
2.
W. Fischer, E. Koch, Spanning minimal surfaces, Philosophical Transactions of the Royal Society of
London Series A-Mathematical Physical and Engineering Sciences 354 (1996) 2105-2142.
3.
J. Klinowski, A. L. Mackay, H. Terrones, Curved surfaces in chemical structure, Philosophical
Transactions of the Royal Society of London Series A-Mathematical Physical and Engineering Sciences 354 (1996) 1975-1987.
4.
E. Koch, W. Fischer, Minimal surfaces with self-intersections along straight lines. I. Derivation and
properties, Acta Crystallographica Section A 55 (1999) 58-64.
5.
R. Holyst and W. T. Gozdz, Periodic surfaces in physics, chemistry and biology, Chapter in: G. L.
Trigg (Ed.), Encyclopedia of Applied Physics, Update 1, Wiley-VCH Verlag GmbH, 1999, pp. 145160. Article Online Posting Date: April 15, 2003 in Digital Encyclopedia of Applied Physics, doi:
10.1002/3527600434.eap582.
6.
P. J. F. Gandy, J. Klinowski, Exact computation of the triply periodic G ('Gyroid') minimal surface,
Chemical Physics Letters 321 (2000) 363-371.
7.
P. J. F. Gandy, J. Klinowski, Exact computation of the triply periodic Schwarz P minimal surface,
Chemical Physics Letters 322 (2000) 579-586.
8.
E. Koch, Self-intersecting three-periodic minimal surfaces forming two-periodic (flat) labyrinths,
Zeitschrift fur Kristallographie 215 (2000) 386-392.
9.
P. J. F. Gandy, S. Bardhan, A. L. Mackay, J. Klinowski, Nodal surface approximations to the P, G, D
and I-WP triply periodic minimal surfaces, Chemical Physics Letters 336 (2001) 187-195.
10. E. Koch, Self-intersecting three-periodic minimal surfaces forming one-periodic tubes or finite polyhedra, Zeitschrift fur Kristallographie 216 (2001) 430-437.
11. C. D. Santangelo, R. D. Kamien, Elliptic phases: A study of the nonlinear elasticity of twist-grain
boundaries, Physical Review Letters 96 (2006) 137801.
12. C. D. Santangelo, R. D. Kamien, Triply periodic smectic liquid crystals, Physical Review Е 75 (2007)
011702.
5.
D. Cvijović, J. Klinowski, The oCLP family of triply periodic minimal surfaces, Journal de Physique I 3 (1993) 909-924.
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K. Yang, Complete Minimal Surfaces of Finite Total Curvature, Kluwer Academic Publishers Group,
Dordrecht, 1994.
2.
W. Gozdz, R. Holyst, From the Plateau problem to periodic minimal surfaces in lipids, surfactants
and diblock copolymers, Macromolecular Theory and Simulations 5 (1996) 321-332.
3.
W. Fischer, E. Koch, Spanning minimal surfaces, Philosophical Transactions of the Royal Society of
London Series A-Mathematical Physical and Engineering Sciences 354 (1996) 2105-2142.
4.
J. Klinowski, A. L. Mackay, H. Terrones, Curved surfaces in chemical structure, Philosophical
Transactions of the Royal Society of London Series A-Mathematical Physical and Engineering Sciences 354 (1996) 1975-1987.
5.
E. Koch, W. Fischer, Minimal surfaces with self-intersections along straight lines. I. Derivation and
properties, Acta Crystallographica Section A 55 (1999) 58-64.
6.
P. J. F. Gandy, J. Klinowski, Exact computation of the triply periodic G ('Gyroid') minimal surface,
Chemical Physics Letters 321 (2000) 363-371.
7.
P. J. F. Gandy, J. Klinowski, Exact computation of the triply periodic Schwarz P minimal surface,
Chemical Physics Letters 322 (2000) 579-586.
8.
E. Koch, Self-intersecting three-periodic minimal surfaces forming two-periodic (flat) labyrinths,
Zeitschrift fur Kristallographie 215 (2000) 386-392.
9.
E. Koch, Self-intersecting three-periodic minimal surfaces forming one-periodic tubes or finite polyhedra, Zeitschrift fur Kristallographie 216 (2001) 430-437.
6. D. Cvijović, J. Klinowski, On the integration of incomplete elliptic integrals, Proceedings
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H.M. Srivastava, Some families of elliptic integrals arising in radiation field and other problems,
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H. M. Srivastava, Some elliptic integrals of Barton and Bushell, Journal of Physics A-Mathematical
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H. M. Srivastava, A unified theory of some families of elliptic integrals arising in radiation field and
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S. D. Lin, L. F. Chang and H. M. Srivastava, A certain class of incomplete elliptic integrals and associated definite integrals, Applied Mathematics and Computation 215 (2009) 1176-1184.
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3.
J. Klinowski, A. L. Mackay, H. Terrones, Curved surfaces in chemical structure, Philosophical
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W. T. Gozdz, Statistical theory of mixtures with surfactants, Ph. D. thesis, Institute of Physical
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Chemical Physics Letters 321 (2000) 363-371.
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P. J. F. Gandy, J. Klinowski, Exact computation of the triply periodic Schwarz P minimal surface,
Chemical Physics Letters 322 (2000) 579-586.
10. P. J. F. Gandy, S. Bardhan, A. L. Mackay, J. Klinowski, Nodal surface approximations to the P, G, D
and I-WP triply periodic minimal surfaces, Chemical Physics Letters 336 (2001) 187-195.
11. U. S. Schwarz, G. Gompper, Bending frustration of lipid-water mesophases based on cubic minimal
surfaces, Langmuir 17 (2001) 2084-2096.
12. P. J. F. Gandy, J. Klinowski, Nodal surface approximations to the zero equipotential surfaces for cubic
lattices, Journal of Mathematical Chemistry 31 (2002) 1-16.
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K. Mecke and D. Stoyan (Eds.), Morphology of Condensed Matter: Physics and Geometry of Spatially Complex Systems, Proceedings of 2nd International Wuppertal Workshop on Statistical Physics and
Spatial Statistics, Springer, Berlin and New York, 2002, Lecture Notes in Physics 600 (2002) 107151.
14. J. D. Enlow, Mathematical Modelling of Surfactant Liquid Crystal X-ray Diffraction, Ph. D. thesis,
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15. J. D. Enlow, R. L. Enlow, K. M. McGrath, M. W. Tate, Modeling liquid crystal bilayer structures with
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H. M. Srivastava and J. Choi, Zeta and Q-Zeta Functions and Associated Series and Integrals, Elsevier, New York, 2011.
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