论文信息 - Functions representable as differences of subharmonic functions - 字舞流文

Functions representable as differences of subharmonic functions

M. Arsove | Maynard G. Arsove

[1] M. Brelot. Étude des fonctions sousharmoniques au voisinage d'un point , 1935 .

[2] R. Nevanlinna. Eindeutige Analytische Funktionen , 1936 .

[3] J. Deny. Les potentiels d'energie finie , 1950 .

[4] C. Raymond Adams,et al. Properties of functions (,) of bounded variation , 1934 .

[5] J. Walsh. The approximation of harmonic functions by harmonic polynomials and by harmonic rational functions , 1929 .

[6] H. Cartan,et al. Théorie du potentiel newtonien : énergie, capacité, suites de potentiels , 1945 .

[7] F. Riesz,et al. Sur certains systèmes singuliers d'équations intégrales , 1911 .

[8] J. A. Clarkson,et al. On definitions of bounded variation for functions of two variables , 1933 .

[9] Laurent Schwartz,et al. Théorie des distributions et transformation de Fourier , 1948 .

[10] Edwin Hewitt. REMARKS ON THE INVERSION OF FOURIER-STIELTJES TRANSFORMS , 1953 .

[11] W. Rudin. Integral representation of continuous functions , 1950 .

[12] G. Evans. Complements of Potential Theory. Part II , 1933 .