T. Bayraktar, D. Coman, B. Liu and G. Marinescu (2026): Asymptotic expansion of induced Grassmannian Chern forms and distribution of random degeneracy sets. Bulletin of the Institute of Mathematics Academia Sinica, to appear.

T. Bayraktar, D. Coman, B. Liu and G. Marinescu (2025): Tian’s theorem for Grassmannian embeddings and degeneracy sets of random sections. Journal für die reine und angewandte Mathematik, to appear.

T. Bayraktar, D. Coman, G. Marinescu and V.-A. Nguyên (2024): Zeros of random holomorphic sections of big line bundles with continuous metrics. AMS Contemporary Mathematics, Volume in memory of Steve Zelditch, to appear.

D. Coman, G. Marinescu and V.-A. Nguyên (2025): Restricted spaces of holomorphic sections vanishing along subvarieties. Mathematische Zeitschrift 310, Paper No. 9, 23 pp.

D. Coman, X. Ma and G. Marinescu (2024): Tian’s theorem for Moishezon spaces. Revue Roumaine de Mathématiques Pures et Appliquées 69, 433-444.

D. Coman, G. Marinescu and V.-A. Nguyên (2024): Holomorphic sections of line bundles vanishing along subvarieties. Indiana University Mathematics Journal 73, 493-536.

D. Coman, G. Marinescu and H. Wang (2023): Singular holomorphic Morse inequalities on non-compact manifolds. Revue Roumaine de Mathématiques Pures et Appliquées 68, 61-82.

D. Coman, W. Lu, X. Ma and G. Marinescu (2023): Bergman kernels and equidistribution for sequences of line bundles on Kähler manifolds. Advances in Mathematics 414, Paper No. 108854, 34 pp.

D. Coman, V. Guedj and A. Zeriahi (2022): On the extension of quasiplurisubharmonic functions. Analysis Mathematica 48, 411-426.

D. Coman and G. Marinescu (2022): Equidistribution for weakly holomorphic sections of line bundles on algebraic curves. Annales de la Faculté des Sciences de Toulouse. Mathématiques (6) 31, 949-973.

D. Coman and J. J. Heffers (2020): Lelong numbers of bidegree (1,1) currents on multiprojective spaces. Mathematische Zeitschrift 295, 1569-1582.

T. Bayraktar, D. Coman and G. Marinescu (2020): Universality results for zeros of random holomorphic sections. Transactions of the American Mathematical Society 373, 3765-3791.

D. Coman, V. Guedj, S. Sahin and A. Zeriahi (2019): Toric pluripotential theory. Annales Polonici Mathematici 123, 215-242.

D. Coman, S. Klevtsov and G. Marinescu (2019): Bergman kernel asymptotics for singular metrics on punctured Riemann surfaces. Indiana University Mathematics Journal 68, 593-628.

T. Bayraktar, D. Coman, H. Herrmann and G. Marinescu (2018): A survey on zeros of random holomorphic sections. Dolomites Research Notes on Approximation 11, Special Issue Norm Levenberg, 1-19.

D. Coman, G. Marinescu and V.-A. Nguyên (2018): Approximation and equidistribution results for pseudo-effective line bundles. Journal de Mathématiques Pures et Appliquées (9) 115, 218-236.

D. Coman and G. Marinescu (2017): On the first order asymptotics of partial Bergman kernels. Annales de la Faculté des Sciences de Toulouse. Mathématiques (6) 26, 1193-1210.

D. Coman, X. Ma and G. Marinescu (2017): Equidistribution for sequences of line bundles on normal Kähler spaces. Geometry & Topology 21, 923-962.

D. Coman, G. Marinescu and V.-A. Nguyên (2016): Hölder singular metrics on big line bundles and equidistribution. International Mathematics Research Notices 2016, no. 16, 5048-5075.

D. Coman and T. T. Truong (2015): Geometric properties of upper level sets of Lelong numbers on projective spaces. Mathematische Annalen 361, 981-994.

D. Coman and G. Marinescu (2015): Equidistribution results for singular metrics on line bundles. Annales scientifiques de l’École normale supérieure (4) 48, 497-536.

D. Coman and G. Marinescu (2013): On the approximation of positive closed currents on compact Kähler manifolds. Mathematical Reports (Bucureşti) 15(65), No. 4, 373-386.

D. Coman and G. Marinescu (2013): Convergence of Fubini-Study currents for orbifold line bundles. International Journal of Mathematics 24, 1350051, 27 pp.

D. Coman, V. Guedj and A. Zeriahi (2013): Extension of plurisubharmonic functions with growth control. Journal für die reine und angewandte Mathematik 676, 33-49.

D. Coman and E. A. Poletsky (2012): Padé interpolation by F-polynomials and transfinite diameter. Constructive Approximation 36, 311-329.

D. Coman and E. A. Poletsky (2010): Polynomial estimates, exponential curves and Diophantine approximation. Mathematical Research Letters 17, 1125-1136.

D. Coman and V. Guedj (2009): Quasiplurisubharmonic Green functions. Journal de Mathématiques Pures et Appliquées (9) 92, 456-475.

D. Coman and E. A. Poletsky (2008): Stable algebras of entire functions. Proceedings of the American Mathematical Society 136, 3993-4002.

D. Coman, V. Guedj and A. Zeriahi (2008): Domains of definition of Monge-Ampère operators on compact Kähler manifolds. Mathematische Zeitschrift 259, 393-418.

D. Coman and E. A. Poletsky (2007): Transcendence measures and algebraic growth of entire functions. Inventiones Mathematicae 170, 103-145.

D. Coman and E. A. Poletsky (2007): Overinterpolation. Journal of Mathematical Analysis and Applications 335, 184-197.

D. Coman (2006): Entire pluricomplex Green functions and Lelong numbers of projective currents. Proceedings of the American Mathematical Society 134, 1927-1935.

D. Coman, N. Levenberg and E. A. Poletsky (2005): Smooth submanifolds intersecting any analytic curve in a discrete set. Mathematische Annalen 332, 55-65.

D. Coman, N. Levenberg and E. A. Poletsky (2005): Quasianalyticity and pluripolarity. Journal of the American Mathematical Society 18, 239-252.

D. Coman and V. Guedj (2004): Invariant currents and dynamical Lelong numbers. Journal of Geometric Analysis 14, 199-213.

D. Coman and E. A. Poletsky (2003): Measures of transcendency for entire functions. Michigan Mathematical Journal 51, 575-591.

D. Coman and E. A. Poletsky (2003): Bernstein-Walsh inequalities and the exponential curve in C². Proceedings of the American Mathematical Society 131, 879-887.

D. Coman and S. Nivoche (2002): Plurisubharmonic functions with singularities and affine invariants for finite sets in Cⁿ. Mathematische Annalen 322, 317-332.

D. Coman (2002): On the dynamics of a class of quadratic polynomial automorphisms of C³. Discrete and Continuous Dynamical Systems 8, 55-67.

D. Coman (2000): Certain classes of pluricomplex Green functions on Cⁿ. Mathematische Zeitschrift 235, 111-122.

D. Coman (2000): The pluricomplex Green function with two poles of the unit ball of Cⁿ. Pacific Journal of Mathematics 194, 257-283.

D. Coman and J. E. Fornæss (1999): Green’s functions for irregular quadratic polynomial automorphisms of C³. Michigan Mathematical Journal 46, 419-459.

D. Coman (1998): Boundary behavior of the pluricomplex Green function. Arkiv för Matematik 36, 341-353.

D. Coman and M. Dabija (1998): On the dynamics of some diffeomorphisms of C² near parabolic fixed points. Houston Journal of Mathematics 24, 85-96.

D. Coman (1997): Domains of finite type and Hölder continuity of the Perron-Bremermann function. Proceedings of the American Mathematical Society 125, 3569-3574.

D. Coman (1997): Integration by parts for currents and applications to the relative capacity and Lelong numbers. Académie Roumaine. Filiale de Cluj-Napoca. Mathematica 39(62), 45-57.

H. Al-Amiri, D. Coman and P. T. Mocanu (1995): Starlike and close-to-convex functions with respect to symmetric-conjugate points. Glasnik Matematicki. Serija III 30(50), 209-219.

H. Al-Amiri, D. Coman and P. T. Mocanu (1995): Some properties of starlike functions with respect to symmetric-conjugate points. International Journal of Mathematics and Mathematical Sciences 18, 469-474.

D. Coman (1993): The Schwarzian derivative and some classes of convex functions. Académie Roumaine. Filiale de Cluj-Napoca. Mathematica 35(58), 127-135.

D. Coman (1993): On a generalized type of the Briot-Bouquet differential subordination. Académie Roumaine. Filiale de Cluj-Napoca. Mathematica 35(58), 15-19.

D. Coman and I. Tigan (1991): The close-to-convexity radius of some functions. Studia Universitatis Babeș-Bolyai. Mathematica 36, 61-65.

D. Coman (1991): Sufficient conditions for convexity of order a and univalence related to the Schwarzian derivative. Studia Universitatis Babeș-Bolyai. Mathematica 36, 33-40.

D. Coman (1991): The radius of starlikeness for the error function. Studia Universitatis Babeș-Bolyai. Mathematica 36, 13-16.

D. Coman (1991): Upper bounds for the modulus of the first and second derivatives of the Schwarzian in the class of univalent functions. Académie Roumaine. Filiale de Cluj-Napoca. Mathematica 33(56), 31-34.

D. Coman (1990): The sharp upper bound for the modulus of the Schwarzian in the class of convex functions. Studia Universitatis Babeș-Bolyai. Mathematica 35, 49-51.

D. Coman (1990): Certain sufficient conditions of starlikeness. Itinerant Seminar on Functional Equations, Approximation and Convexity at Cluj-Napoca, Romania, May 1990, 133-138.