Results 111 to 120 of about 18,615 (139)
A topological data analysis method for revealing dynamic changes in psychotherapy microprocesses. [PDF]
Front PsycholLuo X, Zhang M.
europepmc +1 more source
Heart rate variability: a multidimensional perspective from physiological marker to brain-heart axis disorders prediction. [PDF]
Front Cardiovasc MedLiu S, Cui Y, Chen M.
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Non-KAM classical chaos topology for electrons in superlattice minibands determines the inter-well quantum transition rates. [PDF]
Sci RepWang F +3 more
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Effects of strong parametric excitation on cantilever beam: non-perturbative approach. [PDF]
Sci RepMoatimid GM, Amer TS, Elagamy K.
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Some of the next articles are maybe not open access.
IEEE International Conference on Systems Engineering, 2002
Redundant manipulators under pseudoinverse control will drift from an arbitrary initial condition to a stable limit cycle with the same period as the associated periodic workspace path. The geometric and dynamic properties of the intervening drift are examined.
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Redundant manipulators under pseudoinverse control will drift from an arbitrary initial condition to a stable limit cycle with the same period as the associated periodic workspace path. The geometric and dynamic properties of the intervening drift are examined.
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2017
The Poincare return map is a model for measuring changes in trajectories and for evaluating the effects of forces that facilitate or present barriers to the pathways. It is important to measure the stability of a trajectory or its deviation. With either situation, one seeks to understand the variables that maintain stability or that generate the ...
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The Poincare return map is a model for measuring changes in trajectories and for evaluating the effects of forces that facilitate or present barriers to the pathways. It is important to measure the stability of a trajectory or its deviation. With either situation, one seeks to understand the variables that maintain stability or that generate the ...
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Neural Cartography: Computer Assisted Poincare Return Mappings for Biological Oscillations
2012This dissertation creates practical methods for Poincar‚ return mappings of individual and networked neuron models. Elliptic bursting models are found in numerous biological systems, including the external Globus Pallidus (GPe) section of the brain; the focus for studies of epileptic seizures and Parkinson's disease.
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Poincare maps: a modern systematic approach toward obtaining effective sections
Nonlinear Dynamics, 2022Amir Shahhosseini, K D'souza
exaly
Extraction and Visualization of Poincare Map Topology for Spacecraft Trajectory Design
IEEE Transactions on Visualization and Computer Graphics, 2021Xavier Tricoche, Kathleen C Howell
exaly