X
Search Filters
Format Format
Format Format
X
Sort by Item Count (A-Z)
Filter by Count
Journal Article (1754) 1754
Conference Proceeding (488) 488
Publication (181) 181
Newspaper Article (34) 34
Book / eBook (26) 26
Book Chapter (14) 14
Dissertation (4) 4
Paper (3) 3
Book Review (2) 2
Government Document (1) 1
Magazine Article (1) 1
Reference (1) 1
more...
Subjects Subjects
Subjects Subjects
X
Sort by Item Count (A-Z)
Filter by Count
polynomials (1394) 1394
mathematics (435) 435
stability (429) 429
automation & control systems (422) 422
mathematics, applied (419) 419
stability analysis (358) 358
control systems (357) 357
engineering, electrical & electronic (346) 346
mathematical analysis (318) 318
nonlinear systems (302) 302
lyapunov method (275) 275
analysis (268) 268
mathematical models (264) 264
linear matrix inequalities (231) 231
optimization (226) 226
dynamical systems (223) 223
lyapunov methods (205) 205
stabilization (200) 200
algorithms (192) 192
lyapunov functions (169) 169
linear systems (166) 166
robust stability (164) 164
uncertainty (161) 161
liapunov functions (150) 150
design (148) 148
differential equations (136) 136
robustness (135) 135
systems (134) 134
engineering (132) 132
asymptotic stability (124) 124
symmetric matrices (121) 121
nonlinear dynamics (117) 117
computer simulation (115) 115
dynamics (115) 115
sufficient conditions (112) 112
research (111) 111
mechanics (109) 109
vectors (108) 108
studies (107) 107
nonlinear-systems (106) 106
controllers (105) 105
nonlinearity (105) 105
robust control (105) 105
fuzzy systems (103) 103
sum of squares (100) 100
polynomial systems (96) 96
usage (95) 95
operations research & management science (93) 93
engineering, mechanical (90) 90
computer science, artificial intelligence (88) 88
convergence (88) 88
algebra (87) 87
equations (83) 83
approximation (82) 82
control theory (82) 82
mathematics, interdisciplinary applications (81) 81
mechanical engineering (77) 77
models (77) 77
feedback (76) 76
stability criteria (76) 76
delay (74) 74
matrices (73) 73
computer science (72) 72
nonlinear control systems (72) 72
uncertain systems (72) 72
state feedback (68) 68
adaptive control (66) 66
linear-systems (66) 66
automatic control (65) 65
chaos theory (65) 65
asymptotic properties (64) 64
fuzzy control (64) 64
instruments & instrumentation (64) 64
mathematics, general (64) 64
lyapunov function (63) 63
neural networks (63) 63
mathematical model (62) 62
nonlinear control (62) 62
output feedback (62) 62
h-infinity control (61) 61
linear matrix inequality (61) 61
physics (59) 59
vibration, dynamical systems, control (59) 59
bifurcations (58) 58
feedback control (58) 58
computation (57) 57
design engineering (57) 57
computer science, theory & methods (56) 56
eigenvalues (56) 56
applied mathematics (55) 55
electrical engineering (55) 55
methods (55) 55
numerical analysis (55) 55
physics, mathematical (53) 53
eigenvalues and eigenfunctions (51) 51
engineering, multidisciplinary (51) 51
numerical stability (51) 51
matrix methods (50) 50
optimal control (50) 50
partial differential equations (50) 50
more...
Library Location Library Location
Language Language
Language Language
X
Sort by Item Count (A-Z)
Filter by Count
English (2243) 2243
Japanese (8) 8
Russian (4) 4
Chinese (3) 3
German (3) 3
Portuguese (3) 3
French (2) 2
more...
Publication Date Publication Date
Click on a bar to filter by decade
Slide to change publication date range


IEEE Transactions on Circuits and Systems II: Express Briefs, ISSN 1549-7747, 10/2017, Volume 64, Issue 10, pp. 1232 - 1236
In this brief, we investigate the consensus problem of nonlinear multiagent systems by means of general Lyapunov functions. That is, by constructing general... 
polynomial Lyapunov functions | Symmetric matrices | Laplace equations | Circuits and systems | Network topology | Programming | sum-of-squares (SOS) | Consensus | Lyapunov methods | Multi-agent systems | multiagent systems | STABILITY | BOUNDED SYNCHRONIZATION | COMPLEX NETWORKS | ENGINEERING, ELECTRICAL & ELECTRONIC | Network architecture | Research
Journal Article
Chaos, ISSN 1054-1500, 10/2019, Volume 29, Issue 10
A Lyapunov design method is used to analyze the nonlinear stability of a generic reservoir computer for both the cases of continuous-time and discrete-time... 
Liapunov functions | Mathematical analysis | Nonlinear analysis | Dynamic stability | Reservoirs | Stability analysis | Polynomials
Journal Article
Autonomous Robots, ISSN 0929-5593, 02/2019, Volume 43, Issue 2, pp. 275 - 307
Journal Article
International Journal of Robust and Nonlinear Control, ISSN 1049-8923, 02/2019, Volume 29, Issue 3, pp. 661 - 681
Summary In this paper, we provide a method to design Lyapunov functions (LFs) for a class of homogeneous systems described by functions that we call... 
sliding modes | homogeneous systems | Lyapunov function | ORDER | MATHEMATICS, APPLIED | STABILITY | STABILIZATION | DIFFERENTIATION | AUTOMATION & CONTROL SYSTEMS | ENGINEERING, ELECTRICAL & ELECTRONIC | Liapunov functions | Polynomials | Mathematical analysis | Sliding mode
Journal Article
Fuzzy Sets and Systems, ISSN 0165-0114, 02/2019, Volume 356, pp. 77 - 91
This work generalises the line-integral Lyapunov function in (Rhee & Won, 2006) for stability analysis of continuous-time nonlinear models expressed as fuzzy... 
Fuzzy polynomial models | Stability analysis | Line-integral Lyapunov function | Nonlinear systems | Sum of squares | MATHEMATICS, APPLIED | STABILIZATION | STATISTICS & PROBABILITY | MODELS | SOS | ATTRACTION | COMPUTER SCIENCE, THEORY & METHODS | FUZZY CONTROL
Journal Article
International Journal of Robust and Nonlinear Control, ISSN 1049-8923, 04/2019, Volume 29, Issue 6, pp. 1639 - 1659
Summary In this paper, we study a polynomial static output feedback (SOF) stabilization problem with H∞ performance via a homogeneous polynomial Lyapunov... 
homogeneous polynomial Lyapunov functions (HPLF) | static output feedback (SOF) | sum of squares (SOS) | polynomial fuzzy models | Controllers | H-infinity control | Fuzzy control | State feedback | Liapunov functions | Mathematical analysis | Stabilization | Polynomials | Output feedback | System effectiveness | Fuzzy systems
Journal Article
Automatica, ISSN 0005-1098, 01/2017, Volume 75, pp. 37 - 45
This work addresses the problem of estimating the region of attraction (RA) of equilibrium points of nonlinear dynamical systems. The estimates we provide are... 
Estimates of region of attraction | Sum-of-squares | Invariant sets | Polynomial systems | DOMAIN | NONLINEAR-SYSTEMS | STABILITY | OPTIMIZATION | AUTOMATION & CONTROL SYSTEMS | ENGINEERING, ELECTRICAL & ELECTRONIC | Engineering Sciences | Automatic
Journal Article
IEEE Transactions on Automatic Control, ISSN 0018-9286, 09/2017, Volume 62, Issue 9, pp. 4798 - 4803
Journal Article
Automatica, ISSN 0005-1098, 2011, Volume 47, Issue 3, pp. 614 - 617
Quadratic systems play an important role in the modeling of a wide class of nonlinear processes (electrical, robotic, biological, etc.). For such systems it is... 
Lyapunov stability | Polyhedral functions | Quadratic systems | Domain of attraction | LMIs optimization | Nonlinear systems | POLYNOMIAL SYSTEMS | DOMAIN | DYNAMICAL-SYSTEMS | ATTRACTION | AUTOMATION & CONTROL SYSTEMS | ENGINEERING, ELECTRICAL & ELECTRONIC | Polytopes | Attraction | Origins | Lyapunov functions | Asymptotic properties | Nonlinearity | Stability analysis | Biological | Convergence
Journal Article
by Lo, JC and Liu, JW
INTERNATIONAL JOURNAL OF ROBUST AND NONLINEAR CONTROL, ISSN 1049-8923, 04/2019, Volume 29, Issue 6, pp. 1639 - 1659
Journal Article
International Journal of Robust and Nonlinear Control, ISSN 1049-8923, 07/2016, Volume 26, Issue 10, pp. 2232 - 2255
Summary The stability of uncertain periodic and pseudo‐periodic systems with impulses is analyzed in the looped‐functional and clock‐dependent Lyapunov... 
clock‐dependent Lyapunov functions | uncertain systems | periodic and pseudo‐periodic systems | impulsive systems | looped functionals | stability | sum of squares | clock-dependent Lyapunov functions | periodic and pseudo-periodic systems | Design engineering | Impulses | Lyapunov functions | Stability | Equivalence | Computation | Programming | Polynomials
Journal Article
IEEE Transactions on Automatic Control, ISSN 0018-9286, 08/2016, Volume 61, Issue 8, pp. 2239 - 2244
Journal Article
No results were found for your search.

Cannot display more than 1000 results, please narrow the terms of your search.