Advanced Engineering Mathematics
, by O’Neil, Peter V.Note: Supplemental materials are not guaranteed with Rental or Used book purchases.
 ISBN: 9780534400774  0534400779
 Cover: Hardcover
 Copyright: 7/9/2002
Through four editions, Peter O'Neil has made rigorous engineering mathematics topics accessible to thousands of students by emphasizing visuals, numerous examples, and interesting mathematical models. ADVANCED ENGINEERING MATHEMATICS features a greater number of examples and problems and is finetuned throughout to improve the clear flow of ideas. The computer plays a more prominent role than ever in generating computer graphics used to display concepts. And problem sets incorporate the use of such leading software packages as MAPLE. Computational assistance, exercises and projects have been included to encourage students to make use of these computational tools. The content is organized into eightparts and covers a wide spectrum of topics including Ordinary Differential Equations, Vectors and Linear Algebra, Systems of Differential Equations, Vector Analysis, Fourier Analysis, Orthogonal Expansions, and Wavelets, Special Functions, Partial Differential Equations, Complex Analysis, and Historical Notes.
PART 1 Ordinary Differential Equations  1  (199)  

3  (62)  

3  (8)  

11  (12)  

23  (5)  

28  (6)  

34  (6)  

40  (8)  

48  (13)  

61  (4)  

65  (48)  

65  (1)  

66  (8)  

74  (3)  

77  (5)  

82  (4)  

86  (12)  

98  (15)  

113  (50)  

113  (9)  

122  (5)  

127  (15)  

142  (5)  

147  (5)  

152  (5)  

157  (6)  

163  (36)  

164  (5)  

169  (5)  

174  (7)  

181  (8)  

189  (10)  
PART 2 Vectors and Linear Algebra  199  (176)  

201  (40)  

201  (8)  

209  (7)  

216  (6)  

222  (6)  

228  (7)  

235  (6)  

241  (70)  

242  (14)  

256  (7)  

263  (8)  

271  (7)  

278  (9)  

287  (3)  

290  (11)  

301  (3)  

304  (7)  

311  (26)  

311  (2)  

313  (2)  

315  (4)  

319  (5)  

324  (4)  

328  (1)  

329  (3)  

332  (2)  

334  (3)  

337  (38)  

337  (8)  

345  (9)  

354  (9)  

363  (5)  

368  (7)  
PART 3 Systems of Differential Equations and Qualitative Methods  375  (134)  

377  (48)  

377  (12)  

389  (21)  

410  (15)  

425  (84)  

425  (3)  

428  (7)  

435  (11)  

446  (7)  

453  (21)  

474  (6)  

480  (9)  

489  (9)  

498  (11)  
PART 4 Vector Analysis  509  (114)  

511  (42)  

511  (6)  

517  (11)  

528  (7)  

535  (12)  

547  (6)  

553  (70)  

553  (12)  

565  (7)  

572  (11)  

583  (13)  

596  (6)  

602  (2)  

604  (9)  

613  (10)  
PART 5 Fourier Analysis, Orthogonal Expansions, and Wavelets  623  (232)  

625  (56)  

625  (3)  

628  (7)  

635  (16)  

651  (6)  

657  (10)  

667  (6)  

673  (8)  

681  (84)  

681  (4)  

685  (2)  

687  (11)  

698  (19)  

717  (2)  

719  (7)  

726  (7)  

733  (12)  

745  (20)  

765  (90)  

765  (18)  

783  (32)  

815  (21)  

836  (5)  

841  (14)  
PART 6 Partial Differential Equations  855  (146)  

857  (58)  

857  (5)  

862  (19)  

881  (14)  

895  (9)  

904  (3)  

907  (3)  

910  (5)  

915  (40)  

915  (3)  

918  (22)  

940  (9)  

949  (4)  

953  (2)  

955  (32)  

955  (2)  

957  (2)  

959  (3)  

962  (2)  

964  (8)  

972  (2)  

974  (4)  

978  (9)  

987  (14)  

987  (9)  

996  (2)  

998  (3)  
PART 7 Complex Analysis  1001  (210)  

1003  (24)  

1003  (9)  

1012  (15)  

1027  (38)  

1027  (13)  

1040  (7)  

1047  (9)  

1056  (3)  

1059  (6)  

1065  (36)  

1065  (5)  

1070  (11)  

1081  (7)  

1088  (13)  

1101  (20)  

1101  (12)  

1113  (8)  

1121  (42)  

1121  (7)  

1128  (8)  

1136  (27)  

1163  (48)  

1163  (8)  

1171  (11)  

1182  (11)  

1193  (7)  

1200  (11)  
PART 8 Historical Notes  1211  (2)  

1213  (12)  

1213  (4)  

1217  (1)  

1218  (2)  

1220  (3)  

1223  (1)  

1223  (2)  

1225  (1)  

1225  (2)  

1227  (1)  

1228  (1)  

1229  (1)  

1230  (1)  

1230  (1)  

1231  (1)  

1232  (1)  

1233  (1)  

1234  (1)  

1235  
Answers and Solutions to Selected Odd Numbered Problems  1  (1)  
Index  1 