Qualitative Theory of Dynamical Systems (Google eBook)

Front Cover
CRC Press, Jan 4, 2001 - Mathematics - 732 pages
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"Illuminates the most important results of the Lyapunov and Lagrange stability theory for a general class of dynamical systems by developing topics in a metric space independantly of equations, inequalities, or inclusions. Applies the general theory to specific classes of equations. Presents new and expanded material on the stability analysis of hybrid dynamical systems and dynamical systems with discontinuous dynamics."
  

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Contents

III
1
IV
3
V
8
VI
16
VII
25
VIII
26
IX
27
X
28
LXI
295
LXII
301
LXIII
305
LXIV
307
LXV
327
LXVI
333
LXVII
334
LXVIII
339

XI
30
XII
36
XIII
39
XIV
41
XVI
42
XVII
43
XVIII
45
XIX
55
XX
58
XXI
60
XXII
61
XXIII
70
XXIV
74
XXV
84
XXVI
93
XXVII
95
XXVIII
105
XXIX
111
XXX
112
XXXI
117
XXXII
125
XXXIII
134
XXXIV
140
XXXV
148
XXXVI
150
XXXVII
151
XXXVIII
161
XXXIX
165
XL
167
XLI
173
XLII
181
XLIII
185
XLIV
196
XLV
205
XLVI
209
XLVII
215
XLVIII
220
XLIX
223
L
240
LI
241
LII
254
LIII
259
LIV
260
LV
265
LVI
274
LVII
278
LVIII
282
LIX
284
LX
288
LXIX
351
LXX
359
LXXI
365
LXXII
366
LXXIII
375
LXXIV
382
LXXV
387
LXXVI
390
LXXVII
391
LXXVIII
406
LXXIX
411
LXXX
413
LXXXI
415
LXXXII
418
LXXXIII
422
LXXXIV
426
LXXXV
434
LXXXVI
439
LXXXVII
445
LXXXVIII
446
LXXXIX
453
XC
457
XCI
460
XCII
463
XCIII
469
XCIV
474
XCV
481
XCVI
495
XCVII
496
XCVIII
503
XCIX
509
C
510
CI
519
CII
540
CIII
555
CIV
565
CV
573
CVI
574
CVII
576
CVIII
583
CIX
585
CX
597
CXI
610
CXII
638
CXIII
659
CXIV
685
CXV
687
CXVI
697
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