Elliptic Partial Differential Equations of Second Order (Google eBook)

Front Cover
Springer Science & Business Media, Jan 12, 2001 - Mathematics - 517 pages
2 Reviews
From the reviews:
"This is a book of interest to any having to work with differential equations, either as a reference or as a book to learn from. The authors have taken trouble to make the treatment self-contained. It (is) suitable required reading for a PhD student. Although the material has been developed from lectures at Stanford, it has developed into an almost systematic coverage that is much longer than could be covered in a year's lectures". Newsletter, New Zealand Mathematical Society, 1985
"Primarily addressed to graduate students this elegant book is accessible and useful to a broad spectrum of applied mathematicians". Revue Roumaine de Mathématiques Pures et Appliquées,1985
  

What people are saying - Write a review

We haven't found any reviews in the usual places.

Contents

I
1
II
13
III
15
IV
16
V
17
VI
19
VII
21
VIII
22
LXXXV
225
LXXXVI
227
LXXXVII
230
LXXXVIII
235
LXXXIX
241
XC
244
XCI
246
XCII
250

IX
23
X
27
XI
28
XII
31
XIII
32
XIV
33
XV
36
XVI
37
XVII
41
XVIII
45
XIX
46
XX
47
XXI
51
XXII
54
XXIII
56
XXIV
64
XXV
67
XXVI
70
XXVIII
73
XXIX
74
XXXI
75
XXXII
79
XXXIII
80
XXXIV
81
XXXV
82
XXXVI
83
XXXVIII
85
XL
86
XLI
87
XLII
89
XLIII
94
XLIV
100
XLV
109
XLVI
112
XLVII
116
XLVIII
120
XLIX
130
L
136
LI
138
LII
141
LIII
144
LIV
145
LV
147
LVI
149
LVII
151
LVIII
153
LIX
154
LX
155
LXI
159
LXII
164
LXIII
167
LXIV
168
LXV
169
LXVI
173
LXVIII
177
LXIX
179
LXX
181
LXXI
183
LXXII
186
LXXIII
188
LXXIV
194
LXXV
198
LXXVI
199
LXXVII
200
LXXVIII
202
LXXIX
209
LXXX
212
LXXXI
214
LXXXII
216
LXXXIII
219
LXXXIV
220
XCIII
254
XCIV
255
XCV
259
XCVI
263
XCVII
264
XCVIII
267
XCIX
268
C
271
CI
277
CIII
279
CIV
280
CV
282
CVI
286
CVII
288
CVIII
293
CIX
294
CX
300
CXI
304
CXII
309
CXIII
315
CXIV
317
CXV
319
CXVI
323
CXVII
324
CXVIII
328
CXIX
331
CXX
332
CXXI
333
CXXII
335
CXXIII
337
CXXIV
341
CXXV
347
CXXVI
353
CXXVII
354
CXXVIII
357
CXXIX
358
CXXX
359
CXXXI
362
CXXXII
369
CXXXIII
373
CXXXIV
380
CXXXV
384
CXXXVI
385
CXXXVII
386
CXXXVIII
388
CXXXIX
401
CXL
407
CXLI
410
CXLII
413
CXLIII
423
CXLIV
429
CXLV
434
CXLVI
437
CXLVII
438
CXLVIII
441
CXLIX
443
CL
446
CLI
450
CLII
453
CLIII
463
CLIV
467
CLV
471
CLVI
476
CLVII
482
CLVIII
486
CLIX
488
CLX
491
CLXI
507
CLXII
511
CLXIII
516
Copyright

Common terms and phrases

References to this book

All Book Search results »

About the author (2001)

Biography of David Gilbarg

David Gilbarg was born in New York in 1918, and was educated there through udergraduate school. He received his Ph.D. degree at Indiana University in 1941. His work in fluid dynamics during the war years motivated much of his later research on flows with free boundaries. He was on the Mathematics faculty at Indiana University from 1946 to 1957 and at Stanford University from 1957 on. His principal interests and contributions have been in mathematical fluid dynamics and the theory of elliptic partial differential equations.

Biography of Neil S. Trudinger

Neil S. Trudinger was born in Ballarat, Australia in 1942. After schooling and undergraduate education in Australia, he completed his PhD at Stanford University, USA in 1966. He has been a Professor of Mathematics at the Australian National University, Canberra since 1973. His research contributions, while largely focussed on non-linear elliptic partial differential equations, have also spread into geometry, functional analysis and computational mathematics. Among honours received are Fellowships of the Australian Academy of Science and of the Royal Society of London.

Bibliographic information