Math @ Duke

Papers Published
 Fornæss, JE; Ma, D, A 2sphere in^{2}that cannot be filled in with analytic disks,
International Mathematics Research Notices, vol. 1995 no. 1
(January, 1995),
pp. 1722 [doi]
 Kim, KT; Ma, D, A note on Kim–Ma characterization of the Hilbert ball,
Journal of Mathematical Analysis and Applications, vol. 309 no. 2
(September, 2005),
pp. 761763 [doi]
 Bajpai, J; Kimport, S; Liang, J; Ma, D; Ricci, J, Bilateral series and Ramanujan’s radial limits,
Proceedings of the American Mathematical Society, vol. 143 no. 2
(October, 2014),
pp. 479492 [doi]
 Ma, D, Boundary behavior of invariant metrics and volume forms on strongly pseudoconvex domains,
Duke Mathematical Journal, vol. 63 no. 3
(January, 1991),
pp. 673697 [doi]
 MA, D, Carath\'eodory extremal maps of ellipsoids,
Journal of the Mathematical Society of Japan, vol. 49 no. 4
(October, 1997),
pp. 723739 [doi]
 Kim, KT; Ma, D, CHARACTERIZATION OF THE HILBERT BALL BY ITS AUTOMORPHISMS,
Journal of the Korean Mathematical Society, vol. 40 no. 3
(May, 2003),
pp. 503516 [doi]
 FRIDMAN, BL; MA, D, Holomorphic functions on subsets of ${\Bbb C}$,
Journal of the Mathematical Society of Japan, vol. 65 no. 1
(January, 2013),
pp. 112 [doi]
 Ma, D, Inverse of some matrix related to double zeta values of odd weight,
Journal of Number Theory, vol. 166
(September, 2016),
pp. 166180 [doi]
 Fridman, BL; Ma, D; Vigué, JP, Isolated fixed point sets for holomorphic maps,
Journal de Mathematiques Pures et Appliquees, vol. 86 no. 1
(July, 2006),
pp. 8087 [doi]
 Fridman, BL; Ma, D; Neelon, TS, On convergence sets of divergent power series,
Annales Polonici Mathematici, vol. 106
(2012),
pp. 193198 [doi]
 Fridman, B; Kim, KT; Krantz, S; Ma, D, On Determining Sets for Holomorphic Automorphisms,
Rocky Mountain Journal of Mathematics, vol. 36 no. 3
(June, 2006),
pp. 947955 [doi]
 Fridman, BL; Kim, KT; Krantz, SG; Ma, D, On fixed points and determining sets for holomorphic automorphisms,
The Michigan Mathematical Journal, vol. 50 no. 3
(2002),
pp. 507516 [doi]
 Ma, D, On iterates of holomorphic maps,
Mathematische Zeitschrift, vol. 207 no. 1
(May, 1991),
pp. 417428 [doi]
 Kan, SJ; Ma, D, On rigidity of Grauert tubes over locally symmetric spaces,
Journal für die Reine und Angewandte Mathematik (Crelle's Journal), vol. 524
(December, 2000),
pp. 205225
 Kan, SJ; Ma, D, On rigidity of Grauert tubes over Riemannian manifolds of constant curvature,
Mathematische Zeitschrift, vol. 239 no. 2
(February, 2002),
pp. 353363 [doi]
 Fridman, B; Ma, D, Osgood–Hartogstype properties of power series and smooth functions,
Pacific Journal of Mathematics, vol. 251 no. 1
(2011),
pp. 6779 [doi]
 Ma, D, Period polynomial relations between formal double zeta values of odd weight,
Mathematische Annalen, vol. 365 no. 12
(June, 2016),
pp. 345362 [doi]
 D. Ma, Period polynomial relations of binomial coefficients and binomial realization of formal double zeta space,
International Journal of Number Theory, vol. 13 no. 03
(April, 2017),
pp. 761774 [doi] [abs]
 Fridman, BL; Ma, D, PERTURBATION OF DOMAINS AND AUTOMORPHISM GROUPS,
Journal of the Korean Mathematical Society, vol. 40 no. 3
(May, 2003),
pp. 487501 [doi]
 Fridman, BL; Ma, D, Properties of fixed point sets and a characterization of the ball in ${\mathbb C}^n$,
Proceedings of the American Mathematical Society, vol. 135 no. 01
(June, 2006),
pp. 229236 [doi]
 Huang, Y; Chen, G; Ma, D, Rapid fluctuations of chaotic maps on R^{N},
Journal of Mathematical Analysis and Applications, vol. 323 no. 1
(November, 2006),
pp. 228252 [doi] [abs]
 Ma, D; Chen, G, Spectra of unitary integral operators on L^{2} (ℝ.) with Kernels k(xy),
in Integral Equations, Boundary Value Problems and Related Problems: Dedicated to Professor ChienKe Lu on the Occasion of his 90th Birthday: Yinchuan, Ningxia, China, 1923 August 2012
(January, 2013),
pp. 195210, ISBN 9789814452885 [doi] [abs]
 Fridman, BL; Ma, D, Testing holomorphy on curves,
Israel Journal of Mathematics, vol. 192 no. 2
(November, 2012),
pp. 535539 [doi]
 Chen, G; Coleman, MP; Ma, D; Morris, PJ; You, P, The fundamental solution for shallow circular cylindrical shells Part I: derivations,
International Journal of Engineering Science, vol. 38 no. 11
(July, 2000),
pp. 12351257 [doi]
 Blank, BE; Fan, D; Klein, D; Krantz, SG; Ma, D; Pang, MY, The Kobayashi metric of a complex ellipsoid in C^{2},
Experimental Mathematics, vol. 1 no. 1
(January, 1992),
pp. 4755 [abs]
 Ma, D, Upper semicontinuity of isotropy and automorphism groups,
Mathematische Annalen, vol. 292 no. 1
(March, 1992),
pp. 533545 [doi]
 Fridman, BL; Ma, D; Poletsky, EA, Upper semicontinuity of the dimensions of automorphism groups of domains in ℂ^{N},
American Journal of Mathematics, vol. 125 no. 2
(April, 2003),
pp. 289299 [abs]


dept@math.duke.edu
ph: 919.660.2800
fax: 919.660.2821
 
Mathematics Department
Duke University, Box 90320
Durham, NC 277080320

