Potentials in pluripotential theory

 Access to full text

 Full (PDF)

1. [A-Cr-Li] Aronszajn, N., Creese, T., Lipkin, L., Polyharmonic functions, Clarendon Press, Oxford1983. Zbl0514.31001MR745128
2. [Be-T] Bedford, E. and Taylor, B.A., A new capacity for plurisubharmonic functions, Acta Math.149 (1982), 1-40. Zbl0547.32012MR674165
3. [Bł1] Błocki, Z.Estimates for the complex Monge-Ampère operator, Bull. Pol. Acad. Sci., Mathematics, 41, no 2 (1993), 151-157. Zbl0795.32003MR1414762
4. [Bł2] Błocki, Z., The complex Monge-Ampère operator in pluripotential theory, lecture notes. 
5. [Ca] Carlehed, M., The pluricomplex Green function and related topics in pluripotential theory, Doctoral thesis No 12, 1998, Umeå University, Department of Mathematics. 
6. [Ce1] Cegrell, U., Pluricomplex energy, Acta Math.180:2 (1998), 187-217. Zbl0926.32042MR1638768
7. [Ce2] Cegrell, U., The symmetric pluricomplex Green function, Topics in complex analysis, Banach Center Publ.31, Institute of Mathematics, Polish academy of sciences, Warsaw1995. Zbl0831.31008MR1341383
8. [Ce3] Cegrell, U., Capacities in complex analysis, Vieweg, 1988. Zbl0655.32001MR964469
9. [Ce4] Cegrell, U., Approximation of plurisubharmonic functions and integration by parts, report no 8, 1998, Mid Sweden University. 
10. [Ce-T] Cegrell, U., Thorbiörnson, J., Extremal plurisubharmonic functions, Ann. Pol. Math.63:1 (1996), 63-69. Zbl0924.31005MR1373734
11. [D] Demailly, J.-P., Mesures de Monge-Ampère et mesures pluriharmoniques, Math. Z.194 (1987), 519-564. Zbl0595.32006MR881709
12. [Ha-Ke] Hayman, W.K., Kennedy, P.B., Subharmonic Functions, vol I, Academic Press, 1976. 
13. [Hö] Hörmander, L., The analysis of linear partial differential operators I, Springer, 1991 
14. [Kl] Klimek, M., Pluripotential Theory, Clarendon Press, 1991. Zbl0742.31001
15. [Ku-J-F] Kufner, A., John, O., Fučík, S., Function spaces, Noordhoff, Leyden1977. Zbl0364.46022
16. [Lel1] Lelong, P., Fonctionnelles analytiques et fonctions entières (n variables), Les presses de l'université de Montréal, Montreal1968. Zbl0194.38801
17. [Lel2] Lelong, P., Fonction de Green pluricomplexe et lemmes de Schwarz dans les espaces de Banach, J. Math. Pures Appl.68 (1989), 319-347. Zbl0633.32019MR1025907
18. [Lem] Lempert, L., Solving the degenerate complex Monge-Ampère equation with one concentrated singularity, Math. Ann.263, no 4 (1983), 515-532. Zbl0531.35020MR707246
19. [S] Sibony, N., Quelques problèmes de prolongement de courants en analyse complexe, Duke Math. J.52 (1985), 157-197. Zbl0578.32023MR791297

1. Urban Cegrell, The general definition of the complex Monge-Ampère operator