Plurisubharmonic functions and positive differential forms.
β Scribed by Pierre Lelong
- Publisher
- Gordon and Breach
- Year
- 1969
- Tongue
- English
- Leaves
- 92
- Series
- Notes on mathematics and its applications series
- Category
- Library
No coin nor oath required. For personal study only.
π SIMILAR VOLUMES
J. Electromagn. Waves and Appl., vol. 10, no. 3, pp. 427β438, 1996. <br/>Authors redevelop the scalar and dyadic Green functions of electromagnetic theory using differential forms. The Green dyadic becomes a double form, which is a differential form in one space with coefficients that are forms in a
The authors consider the problem of characterizing the exterior differential forms which are orthogonal to holomorphic functions (or forms) in a domain $D\subset {\mathbf C}^n$ with respect to integration over the boundary, and some related questions. They give a detailed account of the derivation o
The authors consider the problem of characterizing the exterior differential forms which are orthogonal to holomorphic functions (or forms) in a domain $D\subset {\mathbf C}^n$ with respect to integration over the boundary, and some related questions. They give a detailed account of the derivation o
The authors consider the problem of characterizing the exterior differential forms which are orthogonal to holomorphic functions (or forms) in a domain $D\subset {\mathbf C}^n$ with respect to integration over the boundary, and some related questions. They give a detailed account of the derivation o