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1 ormula: see text] renormalization group (RG) fixed point.
2 be modelled as linear perturbations around a fixed point.
3  exhibiting chaotic fluctuations around this fixed point.
4 h the basin of attraction of the dissipative fixed point.
5 infection converges to a directly computable fixed point.
6 but is described by a nontrivial interacting fixed point.
7 ually move their eyes even when looking at a fixed point.
8 nd thus effectively stabilizes this unstable fixed point.
9 en their PN-population input stabilized at a fixed point.
10 eviously unknown critical exponents for this fixed point.
11 d precisions: floats, posits and logarithmic fixed-point.
12 ontraction mapping theorem from the study of fixed points.
13 s in these models do not belong to conformal fixed points.
14 tion that modifies the stability of unstable fixed points.
15  which are dominated by two zero-temperature fixed points.
16 d these equations are known to have internal fixed points.
17 curred during the transients rather than the fixed points.
18 vely rigid and engaged in contact with F1 at fixed points.
19 o measure ridge dimensions using the pins as fixed points.
20 determined by balanced tension between three fixed points.
21                                    With this fixed-point abstraction, the AOC implements emerging com
22 and microbiological responses, assessed at a fixed point after therapy.
23 he time-consuming Gibbs sampling step with a fixed-point algorithm.
24 orizontal momentum, computed at certain such fixed points along the fire-front, are symptomatic of ir
25 d the matrix inverse operation, we propose a fixed-point alternating direction method algorithm for c
26 osed model are proved using the results from fixed point and degree theory.
27 t has the unperturbed statistics as a stable fixed point and optimally incorporates the indirect effe
28 our bifurcation analysis reveals that stable fixed point and stable limit cycle solutions can coexist
29 rent in-degree distributions, the numbers of fixed points and cycles are calculated, with results int
30 f consecutive cavity roundtrips, identifying fixed points and periodic and aperiodic molecular orbits
31 is frequently confined to the calculation of fixed points and the determination of their stability.
32 ed point, (ii) a huge multiplicity of stable fixed points, and (iii) chaotic behavior.
33 -type system possesses an update-independent fixed point, any oscillations eventually disappear unles
34 d on compressed reference panels and dynamic fixed-point arithmetic that comprehensively mitigate sid
35  as trajectories along a chain of metastable fixed points at each level of the hierarchy, and bistabl
36 orage units form a dynamical system with one fixed point attractor for each sample location.
37 aling pathway with the cell cycle leads to a fixed point attractor instead of the limit cycle.
38  derive the energy function that governs its fixed-point attractor dynamics.
39  in the synaptic matrix, so that they become fixed point attractors of the network dynamics.
40  present and enforce a transition towards a "fixed point" basin associated with a universal high dens
41 rsion of neural mass models, not only around fixed points, but over regions of phase space that encom
42 ntent is regulated and is reset to a reduced fixed point by abscisic acid (ABA) with no significant c
43                         These are called the fixed-point chaotic attractor, the fixed-point strange n
44 e demonstrate that we can accurately predict fixed-point, cyclic, or chaotic dynamics under unseen le
45          However, the transient decay to the fixed point depends highly on initial conditions, and th
46 ually governed by the analytically tractable fixed point discovered near perfect "hot-spot'" nesting,
47 This allowed a nomogram, starting at a known fixed point during the cycle, to be created and tested w
48            Samples were routinely taken at 3 fixed points during BD management and donors were groupe
49        Given their importance in guiding the fixed point dynamics of such models, relatively little f
50 ps are organized around networks with stable fixed-point dynamics (attractors), anchored to landmarks
51                            By leveraging the fixed point equation approach to avoid the matrix invers
52  lead to fixation at internal mixed-strategy fixed points even in finite populations.
53               We find an ecologically stable fixed point exhibiting coexistence, in agreement with th
54 enormalization group flow is affected by the fixed points existing in higher dimension and in consequ
55 lysis predicts that no perturbative critical fixed point exists.
56                        Analyzing the model's fixed points explained learning diversity and systematic
57 how the brain can initialize goals as stable fixed points for navigation.
58                                              Fixed points for stationary rates are derived as self-co
59 ocated back into Precambrian time, providing fixed points for the calculation of absolute palaeolongi
60 e well described by a single globally stable fixed point (FP).
61 ociated random gene sets and reveals a small fixed-point gene set for cancers with a positive random
62 fy and sustain transient oscillations to the fixed point, giving rise to quasiperiodic junctional dyn
63 parated regimes: (i) convergence to a unique fixed point, (ii) a huge multiplicity of stable fixed po
64      Segments of distal ileum were hung to a fixed point in a tissue bath and to a force displacement
65 e extension and force of B-DNA tethered at a fixed point in a uniform hydrodynamic flow or in a unifo
66 rida brasiliensis steer by turning towards a fixed point in space within the swarm, rather than by us
67 um and corresponds to an unstable hyperbolic fixed point in the dynamical phase space.
68                  Randomisation was done at a fixed point in time (Jan 18, 2011) by statisticians at t
69 n this reaction mixture can be measured at a fixed point in time by placing the electrode into the mi
70 ity rules to store the binarized patterns as fixed points in a recurrent network.
71 els to study the dynamics in the vicinity of fixed points in a systemic way and as a first step in an
72 d in this network form an attractive line of fixed points in its state space.
73 ence that visual landmarks provide inputs to fixed points in the grid cell network.
74 itudes can be stored and retrieved as stable fixed points in the network dynamics.
75 ngements where self-trapped states appear as fixed points in the parameter space of the governing equ
76 aper presents a study of the bifurcations of fixed points in the symmetric model of selection with fe
77            Protocol biopsies are assigned to fixed points in time after transplantation irrespective
78 ted individual components of the syndrome at fixed points in time or have relied on surrogate physiol
79                             These loci form 'fixed points' in the nuclear organizations of single cel
80  energy budget equation computed at adjacent fixed points indicate that local fires along the fire-fr
81 s (non-orthogonal eigenvectors near a stable fixed point) inherent in the positive feedback, and furt
82  photons on the electrons is obtained from a fixed-point inversion scheme.
83  satisfies [Formula: see text], then the GAS fixed point is an endemic equilibrium (i.e., constant, p
84 In both regions, the convergence towards the fixed point is exponential, while at the critical point
85 lization-group (RG) study where the critical fixed point is treated as a perturbation of the MF one,
86 utions of new input functions via mesh-based fixed-point iteration or meshfree neural-network based a
87                                   We combine fixed-point laser excitation and scanning fluorescence i
88  the realization of the VPDB scale, a second fixed point (lithium carbonate, LSVEC) was introduced in
89 ventional probability model that is based on fixed-point matching cannot be applied.
90             A prescription of acupuncture at fixed points may differ from acupuncture administered in
91 is a static solution concept based solely on fixed points, MCCs are a dynamical solution concept base
92 ubgroup was compared using model parameters, fixed-point mortality, and Kaplan-Meier survival analysi
93                             Cells spun about fixed points, mostly counterclockwise, rotating at speed
94           Notably, the concept of nonthermal fixed points (NTFPs)-responsible for the emergence of sp
95      Finally, TnsC transitions to define the fixed point of insertion, as revealed by structures with
96            For the coupled network, a stable fixed point of the map predicted phase locking, and its
97 certainty spin-nematic state to a hyperbolic fixed point of the phase space.
98 nance, and may display a stable, underdamped fixed point of the release dynamics associated with a pa
99 acterized by the nonequilibrium steady-state fixed point of the system at the end of the signal trans
100       These discrete sequences are therefore fixed points of a functional renormalization group.
101 tical dynamics during motor planning reflect fixed points of neural activity (attractors).
102 m lattice boundaries to plateaus governed by fixed points of nonlinearities.
103 s only a small number of partitions that are fixed points of the corresponding map on the set of some
104 r determining the existence and stability of fixed points of the expected conditional intensity funct
105 lues, as well as capture bifurcations in the fixed points of the map that cause switching between sli
106                                          The fixed points of TPAM correspond to stable periodic state
107 ith pH fronts greater than 3 units passing a fixed point on the capillary over a several second perio
108 the model shows either fluctuations around a fixed point or high-amplitude cycles.
109 irophage, virus, and host either at a stable fixed point or through cyclical dynamics.
110 ging trajectories and how engineering stable fixed points or oscillations within these circuits can e
111                           IsoMaTrix computes fixed points, phase flow, trajectories, (sub)velocities
112                           IsoMaTrix computes fixed points, phase flow, trajectories, (sub)velocities,
113  basic mechanisms for destabilizing a stable fixed point, pitchfork and saddle-node bifurcations, hav
114       Bifurcation analysis and the number of fixed points predict that the original models can show s
115 d the core ingredients of dynamical systems: fixed points, recurrent sets, periodic orbits, and limit
116 t, the system eventually relaxes to a unique fixed point regardless of the initial conditions.
117 ly responsible for generating the nontrivial fixed points representing Up states.
118                                We find three fixed points, respectively, associated with the liquid s
119 vior from a static fixed point, we probe the fixed point's low-dimensional structure using Dynamic Mo
120 dual-domain capability is enabled by a rapid fixed-point search, which avoids digital conversions and
121                                          The fixed point solutions are perturbed by the antimicrobial
122  elimination of cancer cells, independent of fixed-point stability.
123 in phases: an on transient, lasting 1-2 s; a fixed point, stable for at least 8 s; and an off transie
124  along with analytical identification of the fixed point state vector of the asynchronous mean field
125 alled the fixed-point chaotic attractor, the fixed-point strange nonchaotic attractor, and the critic
126 searchers to bin IPL stratification based on fixed points, such as the neurites of cholinergic amacri
127 chnically, we perform such an analysis using fixed-point techniques from queuing theory that are appl
128 7 and 8, DQCPs are consistent with conformal fixed points that can be understood within the Abelian H
129 s in which the system converges to different fixed points that represent different outcomes: either t
130  of results is shown by the help of Schauder fixed point theorem.
131                                   The famous fixed-point theorem developed by Banach is employed to e
132                             A general metric fixed-point theorem is also proved.
133 tudy, we propose a method based on Brouwer's fixed-point theorem that employs significantly survival-
134 niqueness property is investigated using the fixed point theory, and also Ulam-Hyers stability is per
135 ible solution is inevitable to the precisely fixed-point thermal management of next-generation smart
136 ns were placed in the alveolus to be used as fixed points to make measurements of ridge dimensions.
137 or holding the stimulus information is not a fixed-point type attractor.
138 cterization of dynamical features, including fixed points, unstable manifolds, and basins of attracti
139 r modifying the stability of weakly unstable fixed points using periodic stimulation.
140 participation in silico by optimally placing fixed-point vaccination locations.
141 ve interchange techniques to optimally place fixed-point vaccination sites and compared predicted par
142 nction, but that the existence of one stable fixed point (vegetation) and an excitable unstable one (
143 cillatory limit cycle behavior from a static fixed point, we probe the fixed point's low-dimensional
144 ly simple system changes such as bifurcating fixed points where variability is extrinsic to the stead
145 ound to be governed by a nontrivial infrared fixed point, which exhibits nonanalytic scaling behavior
146 gh mutation rate, there is a stable interior fixed point with coexistence of all species; (b) for low
147 n the relative location of the full-system's fixed point with respect to a homoclinic bifurcation of
148 ver the mechanisms driving the emergence of 'fixed points' within the nucleus-signifying genomic loci
149 utable, and that it converges to the correct fixed points, yet the resulting flow is uncomputable.

 
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