000			01935cam a22003857a 4500
001			72785
005			20220603153314.0
007			ta
008			130408s2001 gw a gr 001 0 eng u
020			_a34540411607
035			_a(Sirsi) a37728
035			_a72785
040			_aCL-TeUF _bspa _cCL-TeU _erda
041			_aInglés
082	0	4	_a515.353 _bG463e 2001
100	1		_aGilbarg, David
245	1	0	_aElliptic partial differential equations of second order / _cDavid Gilbarg, Neil S. Trudinger.
250			_a2nd ed., rev. 3rd printing.
264			_aBerlin ; New York : _bSpringer , _cc2001.
300			_axiii, 517 páginas ;
336			_2rdaconctent _atext _btxt
337			_2rdamedia _aunmediated _bn
338			_avolume _bnc _crdacarrier
349			_aLibro
490	0		_aClassics in mathematics
500			_aIncluye índice
504			_aReferencias bibliográficas : páginas [491]-509
505			_a1. Introduction. -- 2. Laplace's equation. -- 3. The classical maximum principle. -- 4. Poisson's equation and the Newtonian potential. -- 5. Banach and Hilbert spaces. -- 6. Classical solutions ; the schauder approach. -- 7. Sobolev spaces. -- 8. Generalized solutions and regularity. -- 9. Strong solutions. -- 10. Maximum and comparison principles. -- 11. Topological fixed point theorems and their application. -- 12. Equations in two variables. -- 13. Hölder estimates for the gradient. -- 14. Boundary gradient estimates. -- 15. Global and interior gradient bounds. -- 16. Equations of mean curvature type. -- 17. Fully nonlinear equations. _r
534			_aTítulo original : _tvol. 224 of the grundlehren der mathematischen Wissenschaften.
650	0	4	_aEcuaciones diferenciales
650	0	0	_aEcuaciones diferenciales elípticas
700	1		_aTrudinger, Neil S.
856	4	0	_uhttp://www.bib.ufro.cl/applications/ppi/files/table-of-contents/a37728.pdf _zContenido
942			_cLIB _2ddc
999			_c72785 _d72785