Biblioteca Dr. Antonio Monteiro · Catálogo | |
LDR | ·····nam##22·····1a#4500 |
001 | 005581 |
005 | 20130410115031.0 |
008 | 840118s1963####gw#######b####000#0#ger## |
245 | 10 | $a Ideale Ränder Riemannscher Flächen / $c von Corneliu Constantinescu und Aurel Cornea. |
260 | ## | $a Berlin : $b Springer, $c 1963. |
300 | ## | $a 244 p. ; $c 24 cm. |
490 | 1# | $a Ergebnisse der Mathematik und ihrer Grenzgebiete ; $v n. F., Bd. 32. $a Reihe: Moderne Funktionentheorie |
504 | ## | $a Bibliografía: p. 237-240. |
505 | 0# | $a (0) Auxiliary concepts and notations; (1) Superharmonic functions; (2) The class HP (which is the class of functions on a Riemann surface representable as the difference of non-negative harmonic functions); (3) The Dirichlet problem; (4) Potential theory; (5) Energy and capacity; (6) Wiener functions; (7) Dirichlet functions; (8) Ideal boundaries; (9) Q-ideal boundaries; (10) Q-Fatou maps; (11) Classes of Riemann surfaces; (12) Extension of a potential theory (exposition of the common parts of the theories of the Martin compactification and of the Kuramochi compactification); (13) The Martin ideal boundary; (14) Behavior of analytic maps on the Martin boundary; (15) Completely super-harmonic (vollsuperharmonisch) functions; (16) The Kuramochi boundary; (17) Potential theory on the Kuramochi compactification; (18) Behavior of Dirichlet maps on the Kuramochiideal boundary; (19) The boundary behavior of analytic maps of the unit disk. |
510 | 4# | $a MR, $c 28 #3151 |
100 | 1# | $a Constantinescu, Corneliu. |
700 | 1# | $a Cornea, Aurel. |
830 | #0 | $a Ergebnisse der Mathematik und ihrer Grenzgebiete ; $v n. F., Heft 32. |
830 | #0 | $a Ergebnisse der Mathematik und ihrer Grenzgebiete. $p Reihe, Moderne Funktionentheorie. |
650 | #0 | $a Riemann surfaces. |
084 | ## | $a 30Fxx $2 msc2000 |
010 | ## | $a ###63018679# |
040 | ## | $a DLC/ICU $c ICU $d DLC |
Si necesita ayuda para encontrar información, puede visitar personalmente la biblioteca, llamarnos por teléfono al 291 459 5116, o enviarnos un mensaje a bibima@criba.edu.ar.
Para solicitar copias de artículos, complete el formulario o escríbanos a pedidos.inmabb@gmail.com